Exam 8: An Introduction to Algebra

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Determine the correct statement.

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B

Evaluate the following expression for the given value of the variable. y−45\frac { y - 4 } { 5 }  for y=14y = 14

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D

Evaluate the following expression for the given value of the variable. z−1010−z\frac { z - 10 } { 10 - z }  for z=8z = 8

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C

Use the division or the multiplication property of equality to solve 4b=1844 b = 184 . What is the result? b=b = __________

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Simplify the following expression by combining like terms. 10(10a+8)−9(2a+2)10 ( 10 a + 8 ) - 9 ( 2 a + 2 )

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Solve the equation. 8.5=−10c+68.5 = - 10 c + 6

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Identify the terms of the expression. 5d2−7d+8−d+55 d ^ { 2 } - 7 d + 8 - d + 5

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Use an equation to solve the problem. The average price of homes in one neighborhood decreased 8 % since last year, a drop of $5,800 . What was the average price of a home last year?

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In the expression −511- 5 ^ { 11 } , what is the exponent?

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Use an equation to solve the problem. Sales tax on a $9 compact disc is $0.36. At what rate is sales tax computed?

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What is the variable part of the term −6bx- 6 b x  ?...

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What is the numerical coefficient of the term −7m- 7 m ?

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Write the commutative property of multiplication using the variables a and b .

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Solve the equation. 5(t−1)+3(t−3)=−2(t−1)+11(t+3)5 ( t - 1 ) + 3 ( t - 3 ) = - 2 ( t - 1 ) + 11 ( t + 3 )

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Tell whether the given number is a solution of the equation. 5k+7=7k−15 k + 7 = 7 k - 1 ; k=5k = 5

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Solve the equation. 3z+4=133 z + 4 = 13

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Use the distributive property to write the expression x(x+8)x ( x + 8 ) without parentheses. Simplify the result, if possible.

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Use a property of equality to solve the equation. Then check the result. a−4=67a - 4 = 67 a=a = __________

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Use the distributive property to write the expression 8x(d−x)8 x ( d - x )  without parentheses. Simplify the result, if possible.

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Simplify the expression. (6t3)2\left( 6 t ^ { 3 } \right) ^ { 2 }

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