Chapter 5: Q7 (page 192)
Draw the trapezoid described. If such a trapezoid cannot be drawn, explain why not.
With two right angles.
Short Answer
The trapezoid with two right angles is shown below:

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Chapter 5: Q7 (page 192)
Draw the trapezoid described. If such a trapezoid cannot be drawn, explain why not.
With two right angles.
The trapezoid with two right angles is shown below:

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Write a paragraph proof: The sum of the lengths of the segments drawn from any point in the base of an isosceles triangle perpendicular to the legs is equal to the length of the altitude drawn to one leg.
Study the markings on each figure and decide whether ABCD must be a parallelogram. If the answer is yes, state the definition or theorem that applies.

Find the perimeter of , if and .
Given: parallelogram ABCD; ; .
Prove: DEBF is a parallelogram.

Must quad. EFGH be a parallelogram? Can it be a parallelogram? Explain.

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