The triangle-loving robot is getting bolder in its journeys, so this time it wants to start out by traveling along the hypotenuse of a triangular path. It starts out facing in the positive x direction, turns left by 45 degrees, moves in a straight line for 10 inches, and then turns right by 135 degrees. Your task is to create the code that enables the robot to complete its triangular trip back to the origin along the other two sides of the triangle. (Tip: Use 1.414. for the value of the square root of 2.)
|
Grid Size: S M L | Simple View: | MinView: |
|
Coord: x-axis y-axis | Grid Lines: x-axis y-axis | |||
Grid: | 12x12 inches | 24x24 inches | 36x36 inches | |
72x72 inches | 96x96 inches | 192x192 inches | ||
1x1 inches | 2x2 inches | Fraction: | ||
xy-Range: | ||||
|
||||
|
||||
Quad: | 1 Quadrant | 4 Quadrants | 1&4 Quadrants | |
Units: | US Customary | Metric | Ruler: |
Labels: |
|
|
|
Font
px
|
|
Tics Lines: |
|
Width
px
|
Hash Lines: |
|
Width
px
|
(
,
in
) in
|
|
degrees
|
|
(
,
in
) in
|
|
degrees
|
|
(
,
in
) in
|
|
degrees
|
|
(
,
in
) in
|
|
degrees
|
|
(
,
in
) in
|
|
degrees
|
|
(
,
in
) in
|
|
degrees
|
|
(
,
in
) in
|
|
degrees
|
|
(
,
in
) in
|
|
degrees
|
|
(
,
in
) in
|
|
degrees
|
|
(
,
in
) in
|
|
degrees
|
|
(
,
in
) in
|
|
degrees
|
|
(
,
in
) in
|
|
degrees
|
|
(
,
in
) in
|
|
degrees
|
|
(
,
in
) in
|
|
degrees
|
|
(
,
in
) in
|
|
degrees
|
|
(
,
in
) in
|
|
degrees
|
|
(
,
in
) in
|
|
degrees
|
|
(
,
in
) in
|
|
degrees
|
|
|
Add the code blocks needed for the robot to complete its triangular journey back to the origin along the two equal sides (vertical and horizontal) of an isosceles triangle. |
|
|
|||||||||||
|
|||||||||||