Basic Mathematics for College Students

(Nandana) #1
Solve each proportion. Check each result.See Example 6.















Solve each proportion. Check each result.See Example 7.















Solve each proportion. Check each result. Write each result as a
fraction or mixed number.See Example 8.















Solve each proportion.













































480


36





x
15

340


51





x
27

x

2

1


4





1


2


1


5


x

4

1


10





3


3


4


1


7


8


0.9


0.3





6


x

0.8


2





x
5

8.5


x




4.25


1.7


x
2.5




3.7


9.25


x
200




1,800


600


x
800




900


200


15


10





x
1
3

12


6





x
1
4

0.4


1.6





96.7


x

4,000


x




3.2


2.8


TRY IT YOURSELF


x

2

2


3





1


1


20


3


1


2


x

1

1


6





2


5


8


3


1


2


x

3

1


3





1


1


2


1


9


11


x

1

1


2





10


1


2


4


1


2


9.8


x




2.8


5.4


2.75


x




1.5


1.2


0.4


3.4





x
13.6

0.6


9.6





x
4.8

3


6





x
8

2


3





x
6

7


14





2


x

5


10





3


c





















To solve each problem, write and then solve a proportion.


  1. SCHOOL LUNCHES A manager of a school
    cafeteria orders 750 pudding cups. What will the
    order cost if she purchases them wholesale, 6 cups
    for $1.75?

  2. CLOTHES SHOPPING As part of a spring
    clearance, a men’s store put dress shirts on sale,
    2 for $25.98. How much will a businessman pay
    if he buys five shirts?

  3. ANNIVERSARY GIFTS A florist sells a dozen
    long-stemmed red roses for $57.99. In honor of
    their 16th wedding anniversary, a man wants to
    buy 16 roses for his wife. What will the roses cost?
    (Hint:How many roses are in one dozen?)

  4. COOKING A recipe for spaghetti sauce requires
    four 16-ounce bottles of ketchup to make 2 gallons
    of sauce. How many bottles of ketchup are needed to
    make 10 gallons of sauce? (Hint:Read the problem
    very carefully.)

  5. BUSINESS PERFORMANCE The following
    bar graph shows the yearly costs and the revenue
    received by a business. Are the ratios of costs to
    revenue for 2009 and 2010 equal?


10

20

30

5

15

25

Thousands of dollars

2009 2010

Costs
Revenue

APPLICATIONS


7


8


1


2





0.25


x

3


4


1


2





0.25


x

8.6


2.4





x
6

4.65


7.8





x
5.2

5


x




2


4.4


0.4


1.2





6


x

440 Chapter 5 Ratio, Proportion, and Measurement

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