MAT 108 Social Science Mathematics Exam 1 Review

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Flashcards created from the MAT 108 Social Science Mathematics exam review notes covering applications of linear equations, ratio and proportion, the rectangular coordinate system, and set theory.

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27 Terms

1
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What is the linear equation to find the number that satisfies "The difference of a number and 8 is the same as 46 less the number"?

Let x be the number. The equation is x - 8 = 46 - x.

2
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If a storehouse has 450 different inventory items, and 3/5 of these items are perishable, how many items are perishable?

The number of perishable items is 270.

3
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What are the capacities of Center City East and West Garage given that Center City East has a capacity of 253 cars more than West, and together they hold 1231 cars?

Center City East: 742 cars, Center City West: 489 cars.

4
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How many marbles are in the second bag when dividing 30 marbles among three bags with specific ratios?

There are 15 marbles in the second bag.

5
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For a car rental costing $29.95 per day and $0.19 per mile, how many whole miles can you drive for $200 if you rent for 2 days?

You can drive 737 whole miles.

6
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What is the unit price of a 1.5-lb package of grapes that costs $3.95?

The unit price is $2.63 per pound.

7
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If Dr. Wong can see 12 patients in 3 hours, how long would it take her to see 72 patients?

It would take 18 hours.

8
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What is the ratio of the number of women to the number of men on a committee with 13 people total, 8 of whom are women?

The ratio is 8:5.

9
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Given the equation 3x - 1 = 7x + 2, what is the solution for x?

The solution for x is 13/4.

10
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How many applications should Sarah expect from a 13-oz bottle of self-tanning lotion if a 4-oz bottle provides five applications?

Sarah should expect 16 applications.

11
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What is the slope of the line that contains the points (6, -9) and (-1, 1)?

The slope is -10/7.

12
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What is the graphing equation of the line represented by -4x - 24y - 24 = 0 in slope-intercept form?

The equation in slope-intercept form is y = 1/6x + 1.

13
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What is the slope of the line represented by the equation 3x + 2y = 6?

The slope is -3/2.

14
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What formula can be used to predict the total number of balloons blown up by the homecoming committee as a function of hours?

The linear equation is y = 60x + 30.

15
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In roster notation, how do you represent the set {x | x ∈ Ν and x > 24}?

The set is {25, 26, 27, 28, …}.

16
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Is the statement "3 ∉ {6, 9, 12, 15, 18}" true or false?

The statement is true.

17
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What is the cardinal number of the set Β = {eight}?

The cardinal number n(Β) is 1.

18
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How do you determine if {6, 26, 31} is a subset or not of {17, 26, 31, 41}?

The correct answer is ⊈.

19
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Using a Venn diagram, how do you find B′ given the sets?

B′ = {p, q, r, w, x}.

20
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Identify the intersection of crops grown in both Alabama and Arkansas using the sets provided.

The intersection A ∩ K includes {h, s, w}.

21
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For the union A ∪ B, what is the resulting set using the lists provided?

The union A ∪ B is {e, b, j, h, m, t}.

22
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How do you compute A' ∩ (B′ ∪ C') using defined sets?

A' ∩ (B' ∪ C') = {25, 35}.

23
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In what way can you represent the set A' ∪ B using envelope or set notation?

A' ∪ B is represented as {q, r, s, t, v, x, y, z}.

24
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What does the Venn diagram for the desserts show regarding how many people ordered cake?

According to the Venn diagram, 28 people ordered cake.

25
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How many customers did not order caller ID based on the telephone features outlined in the Venn diagram?

67 customers did not order caller ID.

26
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Using survey data, how many tourists plan to visit only the Art Museum?

12 tourists plan to visit the Art Museum only.

27
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How many backpacks contained none of the three writing instruments based on the findings from examining 38 backpacks?

2 backpacks contained none of the three writing instruments.