TI-84 Plus CE: Drawing an Isosceles Triangle
Introduction
The program ISOTRI draws an isosceles triangle given the following:
The coordinates of the vertex (F,G).
The length R, which is the length of the line segments from (F,G) to (A,B) and (F,G) to (C,D).
The tilt angle, T, the tilt of the triangle. The counterclockwise convention is used.
The angle, θ, between the line segments connecting (F,G) to (A,B) and (F,G) to (C,D).
TI-84 Plus CE Program: ISOTRI
(Version 5.3 or later required to use the string commands)
Note: The degree angle inserted in the calculations allows for user to enter angles in degrees, regardless of calculator setting.
"2019-12-06 EWS"
ClrHome
Disp "ISOC TRIANGLE"
Disp "(F,G):"
Prompt F,G
Input "LENGTH? ",R
Input "TILT?°",T
Input "ANGLE?°", θ
"("+toString(F)+","+toString(G)+")"→Str1
F+R cos(θ°+T°) → A
G+R sin(θ°+T°) → B
"("+toString(A)+","+toString(B)+")"→Str2
F+R cos(T°) → C
G+R sin(T°) → D
√((D-B)²+(C-A)²) → E
"("+toString(C)+","+toString(D)+")"→Str3
ClrHome
Disp "(F,G):"
Pause Str1
Disp "(A,B):"
Pause Str2
Disp "(C,D)"
Pause Str3
Disp "DIST (A,B)-(C,D):"
Pause E
"DRAW TRIANGLE"
ClrDraw
FnOff
BackgroundOn BLACK
Line(F,G,A,B,1,LTGRAY)
Line(F,G,C,D,1,LTGRAY)
Line(A,B,C,D,1,YELLOW)
Pt-On(F,G,2,ORANGE)
Pt-On(A,B,2,LTBLUE)
Pt-On(C,D,2,LTBLUE)
DispGraph
Examples
Example 1:
(F,G): (1,1)
R = 6
T = 30°
θ = 60°
Example 2:
(F,G): (-6,0)
R = 8
T = -10°
θ = 70°
Merry Christmas and Happy Holidays,
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
Introduction
The program ISOTRI draws an isosceles triangle given the following:
The coordinates of the vertex (F,G).
The length R, which is the length of the line segments from (F,G) to (A,B) and (F,G) to (C,D).
The tilt angle, T, the tilt of the triangle. The counterclockwise convention is used.
The angle, θ, between the line segments connecting (F,G) to (A,B) and (F,G) to (C,D).
TI-84 Plus CE Program: ISOTRI
(Version 5.3 or later required to use the string commands)
Note: The degree angle inserted in the calculations allows for user to enter angles in degrees, regardless of calculator setting.
"2019-12-06 EWS"
ClrHome
Disp "ISOC TRIANGLE"
Disp "(F,G):"
Prompt F,G
Input "LENGTH? ",R
Input "TILT?°",T
Input "ANGLE?°", θ
"("+toString(F)+","+toString(G)+")"→Str1
F+R cos(θ°+T°) → A
G+R sin(θ°+T°) → B
"("+toString(A)+","+toString(B)+")"→Str2
F+R cos(T°) → C
G+R sin(T°) → D
√((D-B)²+(C-A)²) → E
"("+toString(C)+","+toString(D)+")"→Str3
ClrHome
Disp "(F,G):"
Pause Str1
Disp "(A,B):"
Pause Str2
Disp "(C,D)"
Pause Str3
Disp "DIST (A,B)-(C,D):"
Pause E
"DRAW TRIANGLE"
ClrDraw
FnOff
BackgroundOn BLACK
Line(F,G,A,B,1,LTGRAY)
Line(F,G,C,D,1,LTGRAY)
Line(A,B,C,D,1,YELLOW)
Pt-On(F,G,2,ORANGE)
Pt-On(A,B,2,LTBLUE)
Pt-On(C,D,2,LTBLUE)
DispGraph
Examples
Example 1:
(F,G): (1,1)
R = 6
T = 30°
θ = 60°
Example 2:
(F,G): (-6,0)
R = 8
T = -10°
θ = 70°
Merry Christmas and Happy Holidays,
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