Showing posts with label Sharp. Show all posts
Showing posts with label Sharp. Show all posts

Monday, December 6, 2021

Review: Sharp EL-344RB

Review: Sharp EL-344RB





Quick Facts


Model: Elsi Mate EL-344R

Company: Sharp

Years: production began around 2015

Memory Register:  1 independent memory

Power:  Solar with with LR1130 backup battery

Screen:  LCD, 10 digits

Logic:  Chain


First, the Basics


The EL-344R is a basic four-function calculator including percent and square root.   The memory keys [ M+ ] and [ M- ] not only complete the calculation but execute the appropriate storage arithmetic function.  The [ R∙CM ] key acts the dual function recall/clear memory.


Fractions and Approximations


You can enter fractions by using the [ a-b/c ] key.   There is a two digit limit to the numerator and denominator.  


Results can be converted to fractions.  However, the denominators offered are limited to n/2, n/4, n/8, n/16, and n/32.   If an exact fraction cannot be found, an APP indicator will show with an up or down arrow to show if the result has been rounded up or down.   In any case, the exact decimal is kept for future calculations.


Conversions


The large feature for the EL-344R is the set of metric-U.S. conversions.   Conversions include (not an all-exhaustive list):


*  temperature (°F/°C)

*  length (in/cm, ft/m, yd/m mi/km)

*  area (in^2/cm^2, ft^2/m^2, yd^2/m^2, acre/ha etc.)

*  volume (in^3/cm^3, ft^3/m^3, US gal/L, etc.)

*  weight (oz/g)


There are 44 preset conversions.    You can use the [ >A ] and [ <B ] keys allow you to set a custom conversion rate and use it for conversion calculations.


The conversions are nice, quick, and easy, and gives regular calculator an extra useful feature.   


Verdict


I like the rich set that compliments the EL-344R.   To me, the selling point is the nice set of conversions.   The keys are easy to press and I love the clear screen with large digits.  Recommended.


Eddie


All original content copyright, © 2011-2021.  Edward Shore.   Unauthorized use and/or unauthorized distribution for commercial purposes without express and written permission from the author is strictly prohibited.  This blog entry may be distributed for noncommercial purposes, provided that full credit is given to the author. 


Saturday, May 30, 2020

Retro Review: Sharp EL-506V

Retro Review:  Sharp EL-506V

Sharp EL-506V


Quick Facts

Model:  EL-506V
Company:  Sharp
Type:  Scientific
Years:  around 2003
Display:  10 digits
Batteries:  Solar (with LR-44 backup)
Original Retail Price:  Roughly $15 - $20
Logic:  Direct Algebraic Entry

Features

The Sharp EL-506V has the following modes, accessed by pressing [ 2ndF ] [ MATH ] then the appropriate number at the "0-3?" prompt:

0:  Normal (and Base Mode)
1:  Complex Number Mode
2: 3-VLE: 3 x 3 Linear Systems
3: Statistics

Entering the Statistics Mode will provide a further "0-6" prompt:
0:  SD:  Single Variable
1:  a + bx:  Linear  (y = a + bx)
2:  ...+cx²:  Quadratic  (y = a + bx + cx^2)
3:  e^x:   Exponential (y = a * exp(bx))
4:  ln x:  Logarithmic (y = a + b ln x)
5:  ax^b: Power (y = a*x^b)
6:  1/x:  Inverse (y = 1/x)

Normal Mode

Variables:

There are seven registers for the EL-506V:  A, B, C, D, X, Y, and M. The memory M has the store sum (M+) and store minus (M-) functions.  What is unusual is that there is no ALPHA key.  Instead, we will need to press [ 2ndF ] [ RCL ] to type alpha characters.

Base Conversions:

In Normal Mode, you can convert integers (fractional parts are not retained) to Hexadecimal, Octal, and Binary.   In only these three modes, you have the Boolean functions NOT, AND, OR, XOR, XNOR, and NEG. 

Calculus:

You can enact some calculus functions.  Start by typing in your function.  Don't forget to use [ 2ndF ] [ RCL] to type alpha characters. 

ALGB:  Evaluate the expression.  When the variable flashes, you are prompted for a value.

∫ dx:  Simpson's rule. Evaluates the definite integral of f(x).  You are prompted for a (lower limit), b (upper limit), and n (number of subdivisions, even).  Don't forget to enter f(x) first. 

d d/x:  Numerical Derivative of f(x).  You are prompted for a point (x) and a tolerance (dx)

Conversions and Constants:

The EL-506V has 40 conversions and constants, all which are listed on the help card that comes with the calculator. 

Fractions, decimal/degrees-minutes-seconds conversions, and random numbers complete the function set. 

Example Calculation 

Below is an example of how the display handles mathematical calculations.  Generally, numbers entered are being shown on the bottom line while everything else is shown on the top line. 


How the display operates during entering an expression

Note when editing saved expressions, everything is edited on the top line.  Inserting characters are automatic.  Delete characters by pressing [ DEL ]. 

Complex Mode

The [MATH] offers the rectangular/polar conversions.  Answers are shown in separate parts.  The real/radius part is shown first.  To see the imaginary/angle part, press [ 2nd ] [ Exp ] (←,→).

Keyboard and Verdict

I like the off-white background and how surprisingly the green, gray, and orange font shows on the calculator and keys.  It almost gives a glow-in-the-dark feel (no, the EL-506V does not glow in the dark, darn it!). 

The key response is adequate.

The calculator needs to be in total light for the display to work properly.  Maybe it just need fresh batteries, but that has been my experience so far.

This calculator is a good alternative if a modern scientific calculator is not available or you prefer a feature-rich vintage solar scientific calculator. 

Eddie

All original content copyright, © 2011-2020.  Edward Shore.   Unauthorized use and/or unauthorized distribution for commercial purposes without express and written permission from the author is strictly prohibited.  This blog entry may be distributed for noncommercial purposes, provided that full credit is given to the author.

Sunday, January 5, 2020

Retro Review: Sharp EL-506A

Retro Review: Sharp EL-506A



Quick Facts:

Model:  EL-506A
Company:  Sharp
Type:  Scientific
Years:  Introduced 1985
Display:  10 digits
Batteries:  Battery, 1.5 V. 

Special thanks to Tom Manning for furnishing this calculator.  Much appreciated. 

The calculator comes in a compact folding wallet. 

Features

The available modes are:

Decimal Mode:  This is the normal scientific calculator mode. 

The EL-506A has two memory registers, M1 and M2.   There are three keys dedicated to the memory registers:  [ x→M ] (store), [ RM ] (recall), and [ M+] (storage addition).  Memory 1 is the primary key while memory 2 is the secondary key.  Contents of the memory registers are retained even when the calculator is turned off. 

Complex Mode:  Use the [ a ] and [ b ] keys for complex number arithmetic calculations.  Rectangular and Polar conversions are included in this mode ( →xy, →rθ).  Complex mode is toggled on and off by the [ 2ndF ] [ . ].

Base Conversions:  Binary, Octal, and Hexadecimal modes are toggled by the key sequences [ 2ndF ] [ ÷ ], [ 2ndF ] [ × ], and [ 2ndF ] [ - ] respectively.  When going to these modes, the number in the displayed is converted.  Boolean functions  include NOT, AND, OR, XOR, XNOR, and NEG.

3-VLE Mode:  The 3-Variable mode solves 3 x 3 systems of linear equations:

a1 * x + b1 * y + c1 * z = d1
a2 * x + b2 * y + c2 * z = d2
a3 * x + b3 * y + c3 * z = d3

The mode solves for x, y, and z, and gives the determinant of the matrix

[ [ a1, b1, c1 ]
[ a2, b2, c2 ]
[ a3, b3, c3 ] ]

The 3-VLE mode becomes a stable for advanced Sharp scientific calculators during the late 1980s and 1990s. 

The mode is toggled on and off with the [ 2ndF ] [ +/- ] sequence.

Statistics Mode:  The EL-506A has one variable statistics.  There are three functions to transform data in normal distribution calculations.

→t:  Calculates (x - μ) / σ
→t Q(t):  Calculates the area between 0 to t
→t P(t): Calculates the area between -∞ to t

The statistics mode is toggled on and off with the [ 2ndF ] [ ON/C ].  I am not a fan of this key sequence, but thankfully it works because the calculator is not solar powered. 

Keyboard

The keyboard is a clean design.  Despite the small keys, the keys are responsive and easy to operate. 

Verdict

The EL-506A is a nice vintage calculator with several advanced features like base conversions, the normal distribution functions, and 3 x 3 linear system solver. 

Source:

"Sharp EL-506A"  calculator.org
https://www.calculator.org/calculators/Sharp_EL-506A.html
Retrieved December 19, 2019

Eddie

All original content copyright, © 2011-2020.  Edward Shore.   Unauthorized use and/or unauthorized distribution for commercial purposes without express and written permission from the author is strictly prohibited.  This blog entry may be distributed for noncommercial purposes, provided that full credit is given to the author.

Saturday, January 5, 2019

Solar Scientific Calculators: Dealing with Integrals with Infinite Limits

Solar Scientific Calculators:  Dealing with Integrals with Infinite Limits

Integrals with Infinite Limits

Today's post deals with integrals with infinite limits in the forms:

∫( f(x) dx, x = a to x = ∞)

∫( f(x) dx, x = -∞ to x = ∞)

∫( f(x) dx, x = -∞ to x = a)

One method to deal with these integrals, as suggested by W.A.C. Mier-Jedrzejowicz Ph. D. (see the source), is to use the substitution

x = tan θ

Then:

dx = dθ/cos^2 θ

and θ = atan x.

Also, as x approaches π/2, tan x approaches +∞.

And, as x approaches -π/2, tan x approaches -∞.

With the substations, let's test four integrals on four solar-powered scientific calculators:

1.  Casio fx-991EX Classwiz
2.  Sharp EL-W516T
3.  Texas Instruments TI-36X Pro
4.  Casio fx-115ES Plus

Set the calculator to radians mode. 




Example 1:  ∫(1/x^2 dx, x = 1 to x = ∞) = 1

∫(1/x^2 dx, x = 1 to x = ∞)

with the substitutions x = tan θ and dx = dθ/(cos^2 θ):

∫( 1/tan^2 θ * dθ/cos^2 θ, θ = atan 1 to θ = π/2)

∫( 1/sin^2 θ * dθ, θ = atan 1 to θ = π/2)

We can evaulate the integral straight away.  Here are the results:

1.  Casio fx-991EX Classwiz
Time: 1.37 seconds
Answer: 1

2.  Sharp EL-W516T
Time: 38 seconds
Answer: 1

3.  Texas Instruments TI-36X Pro
Time: 4.5 seconds
Answer: 1

4.  Casio fx-115ES Plus
Time: 4.2 seconds
Answer: 1

A promising start.

Example 2:  ∫(e^(-0.5*x^2), x = 0 to x = ∞) ≈ 1.25331413732

∫(e^(-0.5*x^2), x = 0 to x = ∞)

with the substituions, this becomes:

∫(e^(-0.5 * tan^2 θ)/cos^2 θ dθ, θ = atan 0 to θ = π/2)

atan 0 = 0

But look at the denominator, we have cos^2 θ.  Since cos^2 π/2 = 0, there will be a problem.  Let's use an approximation of π/2 of 1.5708.

∫(e^(-0.5 * tan^2 θ)/cos^2 θ dθ, θ = 0 to θ = 1.5708)

Here are the results:

1.  Casio fx-991EX Classwiz
Time: 15.4 seconds
Answer: 1.253314137

2.  Sharp EL-W516T
Time: 1 minute, 8 seconds
Answer: errors out

3.  Texas Instruments TI-36X Pro
Time: 36 seconds
Answer: 1.253314138

4.  Casio fx-115ES Plus
Time: 1 minute, 6.8 seconds
Answer: 1.253314137

Example 3:  ∫(x^2*e^-x dx, x = 0 to x = ∞) = 2

∫(x^2*e^-x dx, x = 0 to x = ∞)

with the substitutions and simplification, we get:

∫( (sin^2 θ * e^(-tan θ))/cos^4 θ dθ, θ = 0 to θ = π/2)

Like the last situation, there is a potential problem with the denominator.  Let's see if we can use an approximation of π/2, this time using 1.57 in hopes to cut the calculation time down.

∫( (sin^2 θ * e^(-tan θ))/cos^4 θ dθ, θ = 0 to θ = 1.57)

Here are the results:

1.  Casio fx-991EX Classwiz
Time: 27 seconds
Answer: 2

2.  Sharp EL-W516T
Time: 1 minute, 34 seconds
Answer: 1.999999999

3.  Texas Instruments TI-36X Pro
Time: 1 minute, 9 seconds
Answer: 2

4.  Casio fx-115ES Plus
Time: 1 minute, 6.8 seconds
Answer: 1.253314137

Example 4:  ∫( e^-x/x^2 dx, x = 1 to x = ∞) ≈ 0.148495506776

∫( e^-x/x^2 dx, x = 1 to x = ∞)

with the substitutions and simplification, we get:

∫( e^(-tan θ)/sin^2 θ dθ, θ = 0 to θ = π/2)

I'm going to use the 1.57 approximation again and set the integral as:

∫( e^(-tan θ)/sin^2 θ dθ, θ = 0 to θ = 1.57)

Here are the results:

1.  Casio fx-991EX Classwiz
Time: errors out immediately
Answer: N/A

2.  Sharp EL-W516T
Time: 1 minute, 6 seconds
Answer: error

3.  Texas Instruments TI-36X Pro
Time: 7 seconds
Answer: 0.148495519

4.  Casio fx-115ES Plus
Time: errors out after 1 second
Answer: N/A

Some Observations

1.  Not all calculations of improper integrals will be successful.

2.  Out of the four calculators tested, from the four calculations:  the Casio fx-991ES is the fastest, but I found the most successful with the Texas Instruments TI-36X Pro.

3.  Be ready to spend a little for calculations by using this method.

Source:

Mier-Jedrzejowic, W.A.C. Ph.D.  Extend Your 41  London, UK 1985  ISBN 0-9510733-0-03

Eddie

All original content copyright, © 2011-2019.  Edward Shore.   Unauthorized use and/or unauthorized distribution for commercial purposes without express and written permission from the author is strictly prohibited.  This blog entry may be distributed for noncommercial purposes, provided that full credit is given to the author.  Please contact the author if you have questions.

Friday, March 30, 2018

Scientific Calculators Two Ways of Entering Complex Numbers


Scientific Calculators Two Ways of Entering Complex Numbers

On scientific calculators, there are two primary ways complex numbers are entered:

1. Using the [ a ] and [ b ] keys 

2. Using a + bi notation

Complex Numbers using the [ a ] and [ b ] Keys

Calculators:  Canon F-605, Sharp EL-501X, Texas Instruments TI-35 Plus, Texas Instruments TI-52, most bargain Dollar Store calculators

This applies to most basic level scientific calculators.  Only arithmetic operations and polar/rectangular conversions apply in this mode.

Entering complex numbers:   real part [ a ] imaginary part [ b ]

Entering polar complex numbers (for conversion to rectangular complex numbers only):  magnitude [ a ] argument/angle [ b ]

Please be aware that in this mode where the [ a ] and [ b ] keys have to be used, the order of operations are not followed.

Example:  (3 + 3i) + (2 + 3i) * (4 + 3i)
(What is really calculated:  ((3 + 3i) + (2 + 3i)) * (4 + 3i))

Key Strokes: (in complex mode)
3 [ a ] 3 [ b ] [ + ] 2 [ a ] 3 [ b ] [ × ] 4 [ a ] 3 [ b ] [ = ]

Result:  2 + 39i (2 is stored in a, 39 is stored in b)

Example:  Transform 8 – 3i to Polar representation, use degrees mode

Key Strokes: (in complex mode)
Press [ DRG ] until the calculator is in Degrees mode (DEG indicator)
8 [ a ] 3 [ +/- ] [ b ] [ 2nd/SHIFT/INV ] (R→P, →rθ)

Result: 
([ a ]) 8.544003745  ( r )
[ b ] -20.55604522 ( θ )

Complex Numbers using the a + bi Notation

Calculators:  most multi-line scientific calculators (Casio fx-115ES, fx-991ES, fx-991 Classwiz, Texas Instruments TI-36X Pro, Sharp EL-W516, Canon F-792SGA, most graphing calculators  

Complex numbers using a + bi notation are entered exactly as they are written.  This mode is present on more advanced scientific calculators, particular the multiline calculators, as well as all graphing calculators.   The ability to calculate and display complex numbers may be turned on in a separate mode, or turned on through a set up menu.

Typically the available functions for complex numbers are:

* Arithmetic
* Inverse
* Square
* Polar/Rectangular Conversion
* Absolute Value
* Argument
* Real and Imaginary Parts
* Conjugate
* Square Roots (graphing calculators, all HP calculators with complex numbers)
* Exponentials and Logarithms (graphing calculators, all HP calculators with complex numbers)
* Powers, both real and complex (graphing calculators, all HP calculators with complex numbers)
* Trigonometric functions (TI-85, TI-86, TI-89, Casio Classpad, all HP calculators with  complex numbers)

In this complex numbers mode, the order of operations is followed.

Example:  (3 + 3i) + (2 + 3i) * (4 + 3i)

Key Strokes:  (*key strokes may vary)
[ ( ] 3 [ + ] 3 [ i ] [ ) ] [ + ] [ ( ] 2 [ + ] 3 [ i ] [ ) ] [ × ] [ ( ] 4 [ + ] 3 [ i ] [ ) ]

Result:  2 + 21i (2 [ Re<>Im ] 21)

Example:  Transform 8 – 3i to Polar representation, use degrees mode

Key Strokes: (in complex mode)
Press [ DRG ] until the calculator is in Degrees mode (DEG indicator)


Alternative 1:  (8 – 3i) >r∠θ,  (8 – 3i)>Polar

Alternative 2:
r:  abs(8 – 3i)
θ: angle(8 – 3i), arg(8 – 3i)

Result:
8.54003745 ∠ -20.5604522,  8.54003745*e^(-20.5604522*i)

That is two primary ways how complex numbers are entered on scientific calculators.

Eddie

All original content copyright, © 2011-2018.  Edward Shore.   Unauthorized use and/or unauthorized distribution for commercial purposes without express and written permission from the author is strictly prohibited.  This blog entry may be distributed for noncommercial purposes, provided that full credit is given to the author.  Please contact the author if you have questions.

Thursday, September 21, 2017

Retro Review: Sharp EL-506G

Retro Review:  Sharp EL-506G



Essentials

Company:  Sharp
Type:  Scientific
Year: 1992
Battery:  LR44 x 2, back case is screwed in
Digits: 10
Memory Registers: 7 (A, B, C, D, X, Y, M).  M is the independent register and is the only register available in all calculator modes.  Storage arithmetic commands M+ and M- are included. 
Type of Entry:  Algebraic (called D.A.L. for Direct Algebraic Logic by Sharp)

Thank you for Bob Patton.  I won this calculator as one of the door prizes on last week’s HHC 2017 (a post will be coming shortly).

I am going to describe the features by the modes available on the calculator.

Mode 0: Normal Mode

This is the normal mode where most of the mathematical operations are available.  Here you can convert integers to and from decimal, binary, octal, and hexadecimal mode.  The maximum binary number is 511 (2^9 – 1), and binary numbers are 10 bits including a signed bit (leftmost).  In binary, octal, and hexadecimal sub-modes, the Boolean functions NOT, AND, OR, XOR, and XNOR are available.

It is also in this mode where you can enter and work with fractions.  Fraction parts are separated by a small “r”.  Unfortunately, you cannot convert directly from decimal approximation to fractions.

A wild thing about the algebraic operating system is the display.  Most calculators will have you type the full expression on one line and give the answer on the second.  The EL-506G is however, one line.  Yes, you still enter expressions as you would write them but there is no way to go back and edit them.  During calculation, the function name or symbol will appear on the left hand the screen.  Multiplication is shown by *, and division is shown by /.  Implied multiplication is allowed, indicated by (*).  It takes a little getting used to.



On the EL-506G, Implied Multiplication gets higher priority than multiplication used by the multiply key [ x ].  So:

6 / 2 ( 1 + 2 ) = returns 1

While

6 / 2 * (1 + 2) = returns 9.

I like how the percent key works on the EL-506G, allowing to chain multiple calculations. 

Conversions and Constants

The EL-506G has 32 constants and 32 conversions.  If you have an EL-506G and need a listing, please email me at ews31415@gmail.com.

Mode 1:  Complex Mode

The typical set of functions available for complex mode are present: arithmetic, 1/x, and x^2.  The [a b/c] key is mapped to i (√-1), while the [D°M’S] key is mapped to ∠.

Complex mode has two sub-modes: rectangular and polar.  You can convert and change sub-modes by the use of the [→rθ] key.  [→rθ] converts to polar, while the shifted function ([2ndF] (→xy)) converts to rectangular.

Mode 2: Simultaneous Equations – Linear Systems

This modes solves 2 x 2 or 3 x 3 systems.  The matrix is set up as follows:

Ax = B where

A = [ [a1, b1, c1] [a2, b2, c2] [a3, b3, c3] ], B = [ [ d1 ] [ d2 ] [ d3 ] ]

For 2 x 2 systems, set a3, b3, c1, c2, c3, and d3 all to zero. 

For each linear system solved, the determinant of A is also calculated.

Mode 3:  Statistics Mode

When entering statistics, you will be asked to choose a model:

0 (SD):  1 Variable Statistics
1 (a+bx):  Linear Regression, y = a + bx
2 (…+cx^2):  Quadratic Regression, y = a + bx + cx^2
3 (e^x):  Exponential Regression, y = a * e^(bx)
4 (ln x): Logarithmic Regression, y =  a + b ln x
5 (a*x^b): Power Regression, y = a * x^b
6 (1/x): Inverse Regression, y = a + b/x

The [ STO ] key is mapped to the comma to enter bivariate data.
The [ M+ ] is for data entry.
The [ 2ndF ] (M-) is to erase data.

Keyboard

The keyboard feels quite nice, as the keys require a light touch.  Everything is very responsive. 

Final Verdict

The only tick I have is that the lack of editing algebraic expressions, when you only have one line to work with.  Other than that, this calculator is enjoyable to use.

Eddie

I have two more retro reviews in the upcoming weeks:  TI-35 Plus and Radio Shack EC 4000 (TI-57 clone).  I also can’t wait to share with you what went on during HHC 2017.

It is a year off from next, but if you want to spend a weekend and have a massive geek, calculator, and math fest all rolled into one, the HHC 2018 will be next September.  I have so much fun at these conferences!  Please bug me as new information become available.


This blog is property of Edward Shore, 2017.

Friday, July 14, 2017

Review: Sharp EL-W516T

Review:  Sharp EL-W516T



Essentials

Company:  Sharp
Year:  2017
Type:  Scientific, 4 line display
Power:  Solar
Statistics: 1 and 2 Variables
Other:  Distributions, Conversions, Constants, Matrices, Vectors, Solver
Operating System:  Algebraic
Number of Memory Registers: 9
Cost:  approximately $18.00

I purchased the calculator at my university bookstore. 

Introduction

The EL-W516T is a spiritual update of Sharp’s EL-W516 model.  The arrow keys are trapezoidal and slightly enlarged, the keys are no longer glossy, and the placements on the keyboard for some features are different (examples are the calculus functions d/dx, ∫ dx, Σ). 

What I like about the EL-W516T is that you can set the WriteView mode to either show exact values or show all answers in approximate decimals.  In approximate mode, only decimal answers and fractions will be shown.  If you want answers in terms of square roots (radicals) or π, you will need to be in exact mode. In earlier models, exact was the default.   

The display is still four lines and very crisp.  The processing speed of the EL-W516T is about the same as its predecessor, which is still decent and fast.  It took about 27 seconds to calculate Σ(1/(x^2), x, 0, 500). 

The EL-W516T carries over the statistics mode, along with the regressions, drill mode, complex number mode, and the solve mode.  You can solve general equations (in the form of f(x) = 0), quadratic equations, cubic equations, 2 x 2 linear systems, or 3 x 3 linear systems. 

There are several added functions to the EL-W516T.  In normal mode, we get LCD, GCD, integer division, and the product of f(x) calculus functions.  In matrix mode, we get the row echelon forms (ref and rref).  The EL-W516T bumps the number of available distributions to 3, adding Binomial and Poisson, and creates a separate mode for it.  We also gain the valuable inverse normal distribution function. 

However, not everything from the EL-W516X made it to the EL-W516T.  For instance, instead of lists, the EL-W516T has vectors.  Regretfully, the formula memory registers that the EL-W516X had are not present on the EL-W516T. 
  
The ALPHA/”3rd F” Key

The [ALPHA] key acts more as a hybrid ALPHA/third shift key.  Case in point:

[ALPHA], [ ( ]:  Integral (∫)
[ALPHA], [ ) ]:  Derivative (dx)
[ALPHA], [ * ]:  Sum (Σ)
[ALPHA], [ ÷ ]: Product (Π)
[ALPHA], [ 4 ]: Constants
[ALPHA], [ 5 ]: Conversions
[ALPHA], [ 1 ] and [ 2 ]:  Engineering notation shifts
[ALPHA], [ 9 ]:  Display A-F, X, Y, and M on one screen

Comparison Sharp EL-W516 vs. EL-W516T

Sharp EL-W516X on the left (older), EL-W516T on the right (newer)


Here is a side by side comparison with the new EL-W516T against the previous EL-W516.  You can see my review for the EL-W516 here:    http://edspi31415.blogspot.com/2011/09/sharp-el-w516x-review.html

That was six years ago. Time flies!   In the EL-W516T column, I marked additional functions in green and things that didn’t make it to the EL-W516T in red. 

The EL-W516T (the one with the T) is the new version. 







EL-W516 (2011)
EL-W516T (2017)
Number of Functions, according to Sharp
556
640
Calculus
Derivative (d/dx)
Integral ( ∫ dx)
Sum (Σ)
Derivative (d/dx)
Integral ( ∫ dx)
Sum (Σ f(x))
Product (Π f(x))
Catalog
Yes
Not available
Variables
9:  A, B, C, D, E, F, X, Y, M (independent)
9:  A, B, C, D, E, F, X, Y, M (independent)
Formula Memory
4:  F1, F2, F3, F4
Not available
Stored Function Memory
3:  D1, D2, D3, D4
3:  D1, D2, D3, no forth slot
Complex Numbers
Arithmetic, rectangular/polar conversion, square, cube, conjugate, absolute value
Arithmetic, rectangular/polar conversion, square, cube, conjugate, absolute value, argument, real part, imaginary part
Bases
5:  Decimal (default), Hexadecimal, Binary, Octal, Pental (base 5).  Logic operations AND, OR, XOR, NOT, XNOR included in non-decimal modes.
5:  Decimal (default), Hexadecimal, Binary, Octal, Pental (base 5). Logic operations AND, OR, XOR, NOT, XNOR included in non-decimal modes.
Number of Regressions
7:  Linear (a+bx), Quadratic (a+b+cx^2), Exponential (a*e^(bx)), Logarithmic (a+b*ln x), Power (a*x^b), Inverse (a + b/x), Geometric (a*b^x)
7:  Linear (a+bx), Quadratic (a+b+cx^2), Exponential (a*e^(bx)), Logarithmic (a+b*ln x), Power (a*x^b), Inverse (a + b/x), Geometric (a*b^x)
Numeric Functions
% (divided by 100), log_a
% (divided by 100), log_a, GCD, LCM, iPart, fPart, int÷
Price Factorization
No
Yes
Number of Conversions
44
44
Number of Constants
52
52
Table Function
No
Up to 2 functions in the form of f(x), table can be scrolled
Polynomial Solver
Quadratic, Cubic
Quadratic, Cubic
Simultaneous Equations
2 x 2 system, 3 x 3 system
2 x 2 system, 3 x 3 system
Matrix Size Limit
4 x 4, 4 matrices
4 x 4, 4 matrices
Matrix functions
Inverse, determinant, transpose, identity, fill, random matrix, cumulative matrix, augment 2 matrices
Inverse, determinant, transpose, identity, fill, random matrix, ref, rref

(cumulative matrix, augment are not available)
Approx/Exact
Exact by default, press [CHANGE] for approximate
Can be set up
Random functions
Random number, dice roll, coin toss, random integer
Random number, dice roll, coin toss, random integer
Distributions
Normal (area only) – in Statistics Mode
Distributions gets their own mode:  Normal and inverse, Binomial, Poisson
Lists
List functions
Not available (gets replaced with Vector Mode, see below)
Vectors
Not available
Vectors: 4 vectors up to 3 elements each: dot product, cross product, angle between vectors, unit vector
Home Button: automatically switch to Normal Mode
No
Yes

Final Verdict

Sharp has revamped the EL-W516 line with the EL-W516T.  I like the additional functions and the new vector and table modes.  The only thing that I wish Sharp didn’t drop was the definable function registers.  Sharp instead kept the quick functional slots (D1 – D3) instead. 

For me, the non-glossy keys are a plus, but this is a personal preference.

Overall, the EL-W516T is a good calculator to consider purchasing. 

Eddie


This blog is property of Edward Shore, 2017

Saturday, July 8, 2017

Retro Review: Sharp EL-9600c

Retro Review:  Sharp EL-9600c



I wanted to buy this calculator when the EL-9600c first came out during the late 1990s.  20 years later, I am finally getting my hands on it. 

Essentials

Company:  Sharp
Years:  1990s (I think it is late 90s)
Type:  Graphing, Programming
Memory:  24,000 (about 20,000 available RAM)
Operating System: AOS (post-script)
Memory Registers: 27 (A-Z, θ)
Screen:  Monochrome

Batteries:  4 AAAs with CR2032 backup

Graphing Modes:  Function (10), Polar (6), Parametric (6), Sequence (3)

Finance:  Time Value of Money Solver, NPV, IRR, days between dates (1950 to 2049 only)

Regressions:  14:  Med-Med, Linear (ax+b, a+bx), Logarithmic (a + log x, a + ln x), Power, Exponential, Inverse, Logistic, Sinusoidal, Polynomial (quadratic, cubic, quartic)

Solvers:  General (Newton’s method), Polynomial (2, 3), Simultaneous Equations (2 to 6 variables)

Matrices: Up to 10 (no eigenvalues, darn it!  Oh well.)

Complex Numbers:  Rectangular and Polar coordinates.  Arithmetic, logarithmic, power, exponential, but not trigonometric

By default, expressions are entered in natural print format, though you can change it to a linear input format.  There is no automatic conversion to fractions nor does simple fractions involving π or simplifying square roots leaving answers with square roots are present.  Everything calculated is in decimal. 

One glance at the EL-9600c and one could tell that this is similar to the 1990s TI-83 Plus/monochrome TI-84 Plus and you’d be almost right. 

Keyboard

The keys are rubber keys which will require a firm touch.  A light touch will not register the key press.  You will need to pay attention to the screen to see if the key has registered.  It is not terrible, but there is room for improvement.  Honestly, as someone who likes to type fast, it gets annoying because I find myself having to backtrack a lot. 

What is also weird is that the [ON] key is recessed. 

Integration

An oddity:  it takes TWO commands to integrate.  The first is the integration command itself (∫, MATH – CALC - 05) but you will need to add the dx at the end (MATH – CALC – 06).

Unique Functions of the EL-9600c

One-Screen Base Conversions

In the TOOL menu, you can access a screen where you can convert integers between four bases: binary, decimal, octal, and hexadecimal.  The integers are 15 bits, with the front bit used as the sign bit (1 for negative, 0 for positive). 

For binary, the upper limit is 0111111111111111, or 32767 in decimal, 77777 in octal, and 7FFF in hexadecimal.

Rapid Graph (the EZ button)



The EZ graphing function command offers up to 51 graphing templates to copy to a graphing variable.  Examples include:

Y = AX^2 + BX + C
Y = A√(BX)
Y = A sin(BX + K)
Y = A/X
Y = A log(X – H)+K

Pressing [2ndF] [WINDOW] (SUB) allows the user to enter values for the variables A – Z (except X, R, T, Y, for obvious reasons).  To see the graph full screen, press [GRAPH].  

The Rapid Graph function doesn’t stop there. 

Pressing the [EZ] button in the Graph screen presents the graph screen surrounded by up/down, right/left buttons that adjust the Xmin, Xmax, Ymin, and Ymax values.  I recommend that you use the included stylus pen included with this screen.  (more on the pen later)

If you press the [EZ] button on the Window screen, you are presented with lots of quick setting options, centered around which quadrants (I, II, III, or IV) you want to emphasize. Pressing [ENTER] presents you with parameter options. 

Pen

The EL-9600c includes a pen stylus which is stored on the bottom right slot of the calculator.  The pen serves several purposes:

* Allows for quick selection and scrolling of function menus.
* Choosing a new location of the cursor in a graphing screen.  If you are in tracing mode, the cursor follows the selected function.
* On the main screen (access by pressing the [+ - * ÷] button), you can select the last (only the most recent) calculation for editing.  You can also place the cursor where you want during editing.

Overall the pen is nice, but it seems like should the pen be lost, the functionality of the EL-9600c is not lost.

Slide Show




You can create slide shows on the EL-9600c.  The calculator comes with eight built-in slide shows. Creating slide shows is pretty easy.  After naming your slide show, you get access to the full calculator.  For every screen you want to copy, just press [2ndF] [SLIDE SHOW] (CLIP).  The screen is copied.  Slide shows can be edited and individual slides can be deleted. 

I created a six slide show, and it takes about 1875 bytes.

Programming

The programming on the EL-9600c is pretty basic.  I’m not kidding.  There are no structures such as IF-THEN-ELSE or FOR-NEXT.  Yes there is an If command, but it is extremely limited! The only command that can follow the If is a Goto command.

For the EL-9600c, label names can be up to 10 characters.  A program can contain up to 50 labels.  I believe that labels are local.

There are subroutines by the use of the Gosub and Return commands.

The input and output commands are barebones as well, we just have Print and Input.  However, you can use the Wait command to control output. 

Access to graphs and tables are available in the programming language. 

Sample Program:  Digital Root

EL-5600c Program DROOT

Rem EWS 2017-07-08
Print “N
Input N
If N≤0 Goto INVALID
N – 9 * iPart ((N-1)/9) ⇒ D
Print D
End
Label INVALID
Print “INVALID ENTRY

Example:  N = 13467, Result:  D = 3

Final Verdict

The Sharp EL-9600c is a feature rich calculator.  The biggest selling point for me was the [EZ] (Rapid Graph) button which allows the user to quickly enter from 51 templates.  I also like the easy to use Slide Show feature.  If only the EL-9600c was still produced and had a USB connection the slide shows that would be presented.

My biggest complaint is the keyboard, because I can’t type pretty fast.  Also, I find the programming language is pretty limited for a graphing calculator (which supposedly to be above the TI-81).  I do plan to do several programs for the EL-9600c in the future.

It is a nice calculator to add to the collection as always, even it is two decades later for this particular calculator.

Eddie

P.S. Coming soon:  a retro review on the Hewlett Packard HP 22S. 


This blog is property of Edward Shore, 2017

TI-84 Evo BASIC: Hydraulic Radius and Chezy-Manning (Circular Pipes)

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