Page 588 - Basic College Mathematics with Early Integers
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Vocabulary and Readiness Check


            Use the choices below to fill in each blank. Some choices may be used more than once.

                numerical coefficient   combine like terms   like      term          variable        associative
                constant               expression           unlike    distributive  commutative
                                                                     2
                   2
             1. 14y + 2x - 23  is called a(n)                while 14y , 2x , and -23  are each called a(n)
                                  .
             2. To multiply 3(-7x + 1) , we use the               property.
             3. To simplify an expression like y + 7y , we             .
             4. By the                   properties, the order of adding or multiplying two numbers can be changed without
                changing their sum or product.
             5. The term 5x is called a(n)               term while the term 7 is called a(n)               term.
             6. The term z has an understood                 of 1.
             7. By the                   properties, the grouping of adding or multiplying numbers can be changed without
                changing their sum or product.
             8. The terms -x  and 5x are                 terms.
                               2
             9. For the term -3x y , -3  is called the            .
            10. The terms 5x and 5y are                 terms.

            Identify each pair of terms as like terms or unlike terms.
            11. 5x and 5y              12. -3a  and -3b          13. x and -2x             14. 7y and y


            15. -5n  and 6n 2         16. 4m 2  and 2m           17. 8b and -6b            18. 12a and -11a





             8.1     Exercise Set           FOR EXTRA HELP




            Objective  Evaluate each expression when x =-2, y = 5,  and z =-3.  See Examples 1 through 4.

             1. 3 + 2z                  2. 7 + 3z                 3. -y - z                  4. -y - x


             5. z - x + y               6. x + y - z              7. 3x - z                  8. y + 5z



                                                                      3
                                                                                                2
             9. 8 - 15y - 72           10. 5 + 12x - 12          11. y - 4x                 12. y - 2z
                6xy                       8yz                        2y - 2                    6 + 3x
            13.                        14.                       15.                        16.
                 4                         15                          x                          z


                x + 2y                    2z - y                     5x                            3y
            17.                        18.                       19.    - 10                20. 7 -
                  2z                        3x                       y                              z


                xz   3                     x   31
            21.    +                   22.   +                   23. ƒxƒ - ƒyƒ - 7.6        24. ƒzƒ - ƒyƒ - 12.7
                y    10                   yz   30
                                                                                                                565
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