Suppose that two parallelograms are similar. Then suppose that one of them is rotated, and after the rotation the parallelograms are still similar. Which of the following statements must be true?
What are the choices?
The parallelogram must have been rotated by 90°. The parallelogram must have been rotated by 180°. The parallelogram must have been rotated by 360°. The parallelogram could have been rotated by any number of degrees.
Well, does it say how many degrees the parallelogram was rotated?
90°. The parallelogram must have been rotated by 180°. The parallelogram must have been rotated by 360°.
Then suppose that one of them is rotated, and after the rotation the parallelograms are still similar. Thats the diresct quote that u wrote
thanks
Its not 90. Nor 180, nor 360
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