Chapter 14: Q15. (page 580)
Draw a triangle and a line m such that maps the triangle to itself. What kind of triangle did you use?
Short Answer
An equilateral triangle with any of its median as line of reflection.
Chapter 14: Q15. (page 580)
Draw a triangle and a line m such that maps the triangle to itself. What kind of triangle did you use?
An equilateral triangle with any of its median as line of reflection.
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Get started for freeRepeat Exercise 26 but roll the ball off two walls.
If a transformation maps two parallel lines to two image lines that are also parallel, we say that parallelism is invariant under the transformation. Is parallelism invariant under a reflection?
Complete the following. Assume points D, C, U, W, X, and Y are obtained by reflection in link k or j.
Copy each figure on graph paper. Then draw the image by reflection in line k.
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