If you have two ( 45 ∘ - 45 ∘ - 90 ∘ ) set squares. Which of the following shapes is impossible to produce using them? Options: A . &nbspSquare B . &nbspParallelogram C . &nbspPentagon D . &nbspTrapezium

If you have two (45∘-45∘-90∘) set squares. Which of the following shapes i

Question

If you have two (

45^{\circ}

45^{\circ}

90^{\circ}

) set squares. Which of the following shapes is impossible to produce using them?

Options:

A . Square

B . Parallelogram

C . Pentagon

D . Trapezium

Answer: Option D
:
D
We know that all squares are rhombuses and parallelograms. We can alsomake a pentagon as shown in the figure. But we can never get a trapezium using

2

set squares with angles (

45^{\circ}

45^{\circ}

90^{\circ}

If You Have Two (45∘-45∘-90∘) Set Squares. Which Of Th...

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