Rectangle B is a scale drawing of rectangle A using a scale factor of 150%. The area of rectangle A is 32 square units. What is the area of rectangle B?

The area of rectangle B is 72 square units

Step-by-step explanation:

Here we have that

Rectangle B = 150% of Rectangle A

If the area of rectangle A is 32 square units, therefore, the area of rectangle B will be

Area of rectangle B = L₁×1.5  ×W₁×1.5 = 2.25×L₁×W₁

Where L₁ and W₁ are the length and width of rectangle A and therefore L₁×W₁ is the area of rectangle A

Which gives the area of rectangle B as

Area of rectangle B = 2.25 × (Area of rectangle A)

∴ Area of rectangle B = 2.25 × 32 = 72 square units.

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step-by-step explanation:

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