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Name _____________________________________________ Date_______________________ Quadratic Functions – Part 1 Factoring Quadratic Expressions Independent Practice 1. Identify all factors of the expression 4 # + 17 − 15. o 2 o 3 o −5 o +5 o 4 − 3 o 4 + 3 2. A rectangular skateboard park has an area of 2 + 15 + 56. What are possible dimensions of the park? 3. Match the expression in Column A with its definition in Column B usin
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   www.AlgebraNation.com Section 5 Topic 2 Name _____________________________________________ Date_______________________ Quadratic Functions – Part 1 Factoring Quadratic Expressions Independent Practice 1.   Identify all factors of the expression ! # $ %& ' %()   !   *   !   +   !   ' (   !   $ (   !   ! ' +   !   ! $ +  2.   A rectangular skateboard park has an area of *  $ %( $ (- . What are possible dimensions of the park? 3.   Match the expression in Column A with its definition in Column B using the following equation. # $ ( ' .! / 0 $ %*10 ' &1   Column A   Column B   0 $ %*10 ' &1  factors of –84 # $ ( ' .!  sum of %*  and '&   %*  and '&  trinomial (  factored form of # $ ( ' .!     www.AlgebraNation.com Section 5 Topic 2 4.   List two possible value for 2 when given the following values of b , for # $ 3 $ 2   if 2 4 5 . 3 / '&   3 / '+   3 / -   3 / %*  5.   Use the bank of numbers below. '6   '-   '%   *   +   !   &  Which number makes each equation below true? 7 # $ -7 $ . / 07 $ *107 $ 81  ________ 7 # ' %-7 $ -+ / 07 ' &107 $ 81  ________ 87 # ' %&7 $ %! / 0*7 $ &10'+7 $ *1  ________ 9 # ' +9 ' %. / 09 ' -109 $ 81  ________ *9 # $ %59 $ %* / 809 $ *109 $ +1  ________ %! # $ %& $ ( / 08 $ (10* $ %1  ________ ( # ' ' ! / 0( $ !10 $ 81  ________   www.AlgebraNation.com Section 5 Topic 2 6.   What are the possible values of 3 for the following values of c , for # $ 3 $ 2   if 3 4 5 ? 2 / '&   2 / '+   2 / -   2 / %*  7.   The area of a rectangular garden is *: # $ +!: $ %!5 . If the width is *: $ %! , what is the length? 8.   A rectangular tabletop has an area of ; # $ !; ' && . What are possible dimensions of the tabletop?
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