Exam 4: Multiplication With Exponents

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Suppose you have two squares, one of which is larger than the other. Suppose further that the side of the larger square is three times as long as the side of the smaller square. If the length of the side of the smaller square is x , find the area of each square. Then find the number of smaller squares it will take to cover the larger square.

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Divide. Divide.

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Perform the division (find the quotient). Perform the division (find the quotient).

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Multiply by applying the distributive property. Multiply by applying the distributive property.

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Perform the division (find the quotient). Perform the division (find the quotient).

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Use the property Use the property   to simplify the expression. If needed, write your answer with positive exponents only.  to simplify the expression. If needed, write your answer with positive exponents only. Use the property   to simplify the expression. If needed, write your answer with positive exponents only.

(Multiple Choice)
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Multiply. Multiply.

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Multiply by applying the distributive property. Multiply by applying the distributive property.

(Short Answer)
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Perform the indicated operations. Perform the indicated operations.

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Multiply. Multiply.

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Multiply by applying the distributive property. Multiply by applying the distributive property.

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Perform the indicated operations. Perform the indicated operations.

(Multiple Choice)
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Divide. Divide.

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Multiply. Multiply.

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Divide the expression by Divide the expression by   .  . Divide the expression by   .

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Simplify. Simplify.

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Multiply by applying the distributive property. Multiply by applying the distributive property.

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Simplify the expression, and write your answer in scientific notation. Simplify the expression, and write your answer in scientific notation.

(Multiple Choice)
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Divide the polynomial by Divide the polynomial by   .  . Divide the polynomial by   .

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Multiply. Multiply.

(Short Answer)
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