Review for the VCC Prealgebra Exam    #25 - 29      Spring 2003

The examples on this review are the type of questions that will

be on the final, they are not an exact copy of the questions.

 Answers are at the end of this page.

25A.    Students at Valencia College earned $250 selling candles. They want to accumulate $2,000 for a club trip. Using G to represent the percentage of their goal that has been reached, translate this problem into an algebraic equation.

            a)  G (.01)(250) = 2000                b)  G (.01)(2000) =  250                c)  G (.01) = (250)(2000)               d)  G = (.01)(250)(2000)

 

25B.    A student buys a used book for $19.50.  This is 85 % of the original price of the book.  Using B to represent the original price of the book, translate this problem into an algebraic equation.

            a)  (.85)B = 19.50     b)  B = (.85)(19.50)       c) (.15)B = 19.50      d) .85 = 19.50B

 

25C.    Jill purchased a shirt from the Gap for $45.  This included 7% sales tax.  Using A to represent the price of the shirt before tax was added on, translate this problem into an algebraic equation.

            a)  A – (.07)A = 45         b)  (.07)A = 45      c)  A + (.07)A = 45      d)  A = (.07)(45)

 

25D.    A manufacturer of electronic components expects 1.5% of its product to be defective.  Using D to represent the number of defective components in a batch of 28000, translate this problem into an algebraic equation.

            a)  28000D = 1.5            b)  D = (.015)(28000)             c)  D = (.0015)(28000)           d)  (1.5)D = 28000

 26A.   The list price of a car is $12,905.   Using R as the rebate that the manufacturer is giving, translate this problem into an algebraic expression that will give the total price of the car.

            a)  12905 – R             b) 12905 + R             c)  12905R                 d)

 

26B.    A tractor is worth five times as much money as its trailer.  Using T as the cost of the tractor, translate this problem into an algebraic expression that will give the cost of the trailer.

            a)  T + 5                      b)  T – 5                      c)                d) 5T

26C.    Russell bought N pounds of rice.  He used  of this purchase for sushi and for fried rice.  Using N translate this problem into an algebraic expression that shows the total for both sushi and fried rice.

            a)                b)                c)                    d) 

 

27A.  Multiply:         

a)                              b)                  c)                       d) 

 

27B.  Multiply:         

a)                           b)                        c)                          d) 

 

27C.  Multiply:         

a)                                     b)               c)                 d) 

 

27D. Multiply:          

a)                         b)              c)            d) 

 

28A.  Multiply:         

a)        b)      c)      d) 

 

28B.  Multiply:         

a)          b)           c)         d) 

 

28C.  Multiply:         

a)     b)       c)       d) 

 

28D.  Multiply:         

a)              b)           c)           d) 

 

29A.  Multiply:           

a)            b)              c)                        d) 

 

29B.  Multiply:         

a)                   b)              c)                        d) 

 

29C.  Multiply:         

a)                        b)                c)                    d) 

 

29D.  Multiply:         

a)           b)                c)             d)           

 

Answers:

25A.  B

25B.  A

25C.  C

25D.  B

 

26A.  A

26B.  C

26C.  C

 

27A.  D

27B.  C

27C.  D

27D.  A

 

28A.  C

28B.  B

28C.  A

28D.  B

 

29A.  A

29B.  B

29C.  B

29D.  D