Multiple Choice
Identify the
choice that best completes the statement or answers the question.
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1.
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Write an algebraic expression for the statement that follows. The
distance (in miles) traveled in t hours if the average speed is  miles per
hour.
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2.
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Identify the terms of the expression that follows. 
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3.
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Identify the coefficient of the term  .
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4.
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Identify the coefficient of the term  .
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5.
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Eliminate all exponents by expanding  as a product.
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6.
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Evaluate the algebraic expression  when  .
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7.
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Evaluate the algebraic expression  when 
and  .
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8.
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Find an expression for the area of the square below
then evaluate the expression when  .
a. | Area =  | b. | Area =  | c. | Area =  | d. | Area =  | e. | Area =  |
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9.
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Use the Distributive Property to expand  .
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10.
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Use the Distributive Property to expand  .
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11.
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Find the area of the entire rectangle below then demonstrate the Distributive
Property by writing the area as the sum of the areas of the smaller rectangles. a. | Area =  | b. | Area =  | c. | Area =  | d. | Area =  | e. | Area =  |
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12.
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Combine like terms to simplify the expression  .
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13.
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Translate the phrase into an algebraic expression.
Three times a number
x
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14.
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Translate the phrase into an algebraic expression. A number x
divided by 
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15.
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Translate the phrase into an algebraic expression. The ratio of  and a number x
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16.
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Translate the phrase into an algebraic expression. The result of
increasing the product of a number x and  by 4
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17.
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Write a verbal description of the algebraic expression  ,
without using a variable.
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18.
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An airplane travels at the rate of r miles per hour for 
hours. Write an algebraic expression that represents the total distance (in miles) traveled by the
airplane.
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19.
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Find values for a and b such that the expression 
yields the values in the table. 
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20.
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Solve the equation. 
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