CBEST MATH SIMULATION 1

1. Once inch equals 2.54 cm, How many centimeters tall is a 76- inch man? A. 20 cm
B. 29.92 cm
C. 193.04 cm
D. 300.04 cm
E. 593.04 cm

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A 76-inch man is equal to 76 * 2.54 = 193.04 cm.

Explanation

A 76-inch man is equal to 76 * 2.54 = 193.04 cm.

2. One slice of bread is 80 calorie. Approximately how many calories are in 2 ½ slices of bread? A. 140 calories
B. 200 calories
C. 220 calories
D. 240 calories
E. 260 calories

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3. Divide x⁵by x² answer=?
use ^ to express the exponent in your answer, i.e. x^y

The correct answer is x^3. When dividing x^5 by x^2, we subtract the exponents, which gives us x^(5-2) = x^3. Therefore, x^3 is the correct answer. X3 and x3 are not correct because they do not properly represent the exponentiation.

Explanation

The correct answer is x^3. When dividing x^5 by x^2, we subtract the exponents, which gives us x^(5-2) = x^3. Therefore, x^3 is the correct answer. X3 and x3 are not correct because they do not properly represent the exponentiation.

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4. Which of the following values for x satisfies the statement: 10 < x + 5 ?

a. 1
b. 2
c. 3
d. 4
e. 5

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5. Carol has an initial balance of $4,300 in her checking account. She makes a deposit of $350, then writes two checks, one for $67, the other for $247. Carol then makes a deposit of $150. What is her new balance? a. $4650
b. $4486
c. $4336
d. $4351
e. $4450

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6. 3 out of every 11 students at an elementary school would like to take band. If there are 704 total students, how many want to take band? a. 192
b. 64
c. 33
d. 640
e. 512

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The correct answer is 192. To find the number of students who want to take band, we can set up a proportion. We know that 3 out of every 11 students want to take band, so we can set up the proportion 3/11 = x/704, where x represents the number of students who want to take band. Cross-multiplying, we get 11x = 3 * 704, which simplifies to 11x = 2112. Dividing both sides by 11, we find that x = 192. Therefore, 192 students want to take band.

Explanation

The correct answer is 192. To find the number of students who want to take band, we can set up a proportion. We know that 3 out of every 11 students want to take band, so we can set up the proportion 3/11 = x/704, where x represents the number of students who want to take band. Cross-multiplying, we get 11x = 3 * 704, which simplifies to 11x = 2112. Dividing both sides by 11, we find that x = 192. Therefore, 192 students want to take band.

7. During a 5-day festival, the number of visitors tripled each day. If the festival opened on a Thursday with 345 visitors, what was the attendance on that Sunday?

The number of visitors tripled each day, starting from Thursday. Therefore, on Friday, there would be 345 x 3 = 1035 visitors. On Saturday, there would be 1035 x 3 = 3105 visitors. Finally, on Sunday, there would be 3105 x 3 = 9315 visitors.

Explanation

The number of visitors tripled each day, starting from Thursday. Therefore, on Friday, there would be 345 x 3 = 1035 visitors. On Saturday, there would be 1035 x 3 = 3105 visitors. Finally, on Sunday, there would be 3105 x 3 = 9315 visitors.

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8. Which of the following would come between 1/3 and 0.6 ? a. 1/5
b. 4/10
c. 0.05
d. 1/4
e. 0.7

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9. Which of the following is equivalent to 1/2 ? a. 13/27
b. 14/29
c. 26/52
d. 32/66
e. 50/110

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10. Use the following table to answer question
The following table represents information based on reported scores from a standardized mathematics test.
*Please note: The information is fictional and represents no real school, real data, or any real graph.

What would be the appropriate range to put in the empty box in the percentile column? a. 40 - 49
b. 41 - 49
c. 39 - 49
d. 41 - 51
e. 40 - 50

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11. Convert Celsius to Fahrenheit:
If C = 15, what is F ?
Use the formula:
F = (9/5)C + 32 a. 19
b. 29
c. 39
d. 49
e. 59

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12. Which of the following is equivalent to 0.25 ?
a. 4/10
b. 25/50
c. 8/32
d. 4/8
e. 4/25

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13. If x = 3, which of the following is a true statement? a. x + 4 > x + 5
b. - x = - x + 3
c. 2x > 3x
d. x + 5 > - 6 + x
e. x - 3 = x + 3

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14. A hot air balloon is at an altitude of 237 feet. It descends 56 feet, climbs 75, then descends for 43 feet before leveling off. At what altitude is the balloon now at ? a. 237 feet
b. 174 feet
c. 16 feet
d. 371 feet
e. 213 feet

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The balloon starts at an altitude of 237 feet. It then descends 56 feet, bringing its altitude to 237 - 56 = 181 feet. It then climbs 75 feet, bringing its altitude to 181 + 75 = 256 feet. After that, it descends 43 feet, bringing its altitude to 256 - 43 = 213 feet. Therefore, the balloon is now at an altitude of 213 feet.

Explanation

The balloon starts at an altitude of 237 feet. It then descends 56 feet, bringing its altitude to 237 - 56 = 181 feet. It then climbs 75 feet, bringing its altitude to 181 + 75 = 256 feet. After that, it descends 43 feet, bringing its altitude to 256 - 43 = 213 feet. Therefore, the balloon is now at an altitude of 213 feet.

15. What is the value of x if x = -8 + 10 - 14 ? a. -12
b. 12
c. -32
d. 32
e. 14

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The value of x can be found by simplifying the expression -8 + 10 - 14. First, we add -8 and 10 to get 2. Then, we subtract 14 from 2 to get -12. Therefore, the value of x is -12.

Explanation

The value of x can be found by simplifying the expression -8 + 10 - 14. First, we add -8 and 10 to get 2. Then, we subtract 14 from 2 to get -12. Therefore, the value of x is -12.

16. What is the value of 18 + (-14) ?

4

-4

32

-32

14

The given question asks for the value of 18 + (-14). When adding a positive number and a negative number, we subtract the absolute value of the smaller number from the absolute value of the larger number, and then assign the sign of the larger number to the result. In this case, the absolute value of 18 is larger than the absolute value of 14, so we subtract 14 from 18, resulting in 4. Therefore, the correct answer is 4.

Explanation

The given question asks for the value of 18 + (-14). When adding a positive number and a negative number, we subtract the absolute value of the smaller number from the absolute value of the larger number, and then assign the sign of the larger number to the result. In this case, the absolute value of 18 is larger than the absolute value of 14, so we subtract 14 from 18, resulting in 4. Therefore, the correct answer is 4.

17. Use the information below to answer the question that follows. 4 quarts = 1 gallon
1 gallon = 3.8 liters Approximately how many liters of water would fit in a container that held 2 quarts ? a. 0.5 liters
b. 1 liter
c. 1.9 liters
d. 7.2 liters
e. 2.7 liters

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Since 4 quarts is equal to 1 gallon, and 1 gallon is equal to 3.8 liters, we can find the equivalent amount of liters for 2 quarts by dividing 2 by 4 (since 2 quarts is half of 4 quarts) and then multiplying the result by 3.8. Therefore, 2 quarts is equal to 0.95 liters, which is approximately equal to 1 liter. Therefore, the correct answer is b. 1 liter.

Explanation

Since 4 quarts is equal to 1 gallon, and 1 gallon is equal to 3.8 liters, we can find the equivalent amount of liters for 2 quarts by dividing 2 by 4 (since 2 quarts is half of 4 quarts) and then multiplying the result by 3.8. Therefore, 2 quarts is equal to 0.95 liters, which is approximately equal to 1 liter. Therefore, the correct answer is b. 1 liter.

18. Convert Fahrenheit to Celsius:
If F = 77, what is C ?
Use the formula:
C = 5/9(F - 32) a. 25
b. 35
c. 45
d. 55
e. 65

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To convert Fahrenheit to Celsius, we use the formula C = 5/9(F - 32). Plugging in F = 77 into the formula, we get C = 5/9(77 - 32) = 5/9(45) = 25. Therefore, the correct answer is 25 (option a).

Explanation

To convert Fahrenheit to Celsius, we use the formula C = 5/9(F - 32). Plugging in F = 77 into the formula, we get C = 5/9(77 - 32) = 5/9(45) = 25. Therefore, the correct answer is 25 (option a).

19. The temperature at 3 pm was 25 degrees F (above zero). By 5 pm, the temperature had dropped 17 degrees. At 10 pm, the temperature was recorded as being 20 degrees below zero (-20 degrees F). How far had the temperature dropped between 5 pm and 10 pm? a. 17 degrees
b. 25 degrees
c. degrees
d. 28 degrees
c. 42 degrees

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Between 5 pm and 10 pm, the temperature had dropped 20 degrees below zero (-20 degrees F).

Explanation

Between 5 pm and 10 pm, the temperature had dropped 20 degrees below zero (-20 degrees F).

20. You need exactly a 1680 ft³aquarium for your fish. At the pet store you see four choices of aquariums, but the volume is not listed. The length, width, and height are listed on the box. Which of the following aquariums would fit your needs? A. 12 ft x 12 ft x 12 ft
B. 13 ft x 15 ft x 16 ft
C. 14 ft x 20 ft x 6 ft
D. 15 ft x 16 ft x 12 ft
E. 15 ft x 12 ft x 12 ft

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21. 5 green marbles, 13 red marbles, and 12 purple marbles are in a box. What is the probability of taking out a green marble? a. 13/30
b. 2/5
c. 1/6
d. 5/6
e. 1/5

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The probability of taking out a green marble can be calculated by dividing the number of green marbles by the total number of marbles. In this case, there are 5 green marbles and a total of 5 + 13 + 12 = 30 marbles. Therefore, the probability is 5/30 which simplifies to 1/6.

Explanation

The probability of taking out a green marble can be calculated by dividing the number of green marbles by the total number of marbles. In this case, there are 5 green marbles and a total of 5 + 13 + 12 = 30 marbles. Therefore, the probability is 5/30 which simplifies to 1/6.

22. Two angles of a triangle each measure 70°. What is the measure of the third angle in degrees? A. 40°
B. 80°
C. 100°
D. 120°
E. 140°

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The sum of the angles in a triangle is always 180°. Since two angles of the triangle measure 70° each, the third angle can be found by subtracting the sum of the two known angles from 180°. Therefore, the measure of the third angle is 180° - 70° - 70° = 40°.

Explanation

The sum of the angles in a triangle is always 180°. Since two angles of the triangle measure 70° each, the third angle can be found by subtracting the sum of the two known angles from 180°. Therefore, the measure of the third angle is 180° - 70° - 70° = 40°.

23. The following report on a student was sent home regarding standardized testing.
*Note: It is totally fictitious! Name: John Doe
Current Grade Level: 4th
Grade Equivalent: 5.7 National Norm: 3.7
Raw Score: 26 National Norm: 17
Percentile: 80th What was the number of correct answers this student had on this test ? a. 80
b. 17
c. 5.7
d. 3.7
e. 26

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24. Which of the following is a true statement? a. 14 > 15
b. -3 < -4
c. 63 > ( 9 x 8)
d. 15 < (3 x 5)
e. -15 > -16

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25. In Mr. Hall's class, any grade below 60% is failing. If 27 out of 36 students have average scores greater than or equal to 60%, what is the percentage of the class that is failing? a. 27%
b. 36%
c. 60%
d. 9%
e. 25%

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26. John works in a camera store. He must work at least 25 hours a week, but no more than 38. If he has worked 9 hours so far in the current week, which of the following is true ? a. He must work 29 more hours.
b. He can work 16 hours more.
c. He cannot work more than 20 hours more.
d. He cannot work 20 hours more.
e. He must work at least 9 more hours.

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John must work at least 25 hours a week and he has already worked 9 hours. Therefore, he must work at least 16 more hours to meet the minimum requirement.

Explanation

John must work at least 25 hours a week and he has already worked 9 hours. Therefore, he must work at least 16 more hours to meet the minimum requirement.

27. How long will Lucy have to wait before for her $2,500 invested at 6% earns $600 in simple interest? A. 2 years
B. 3 years
C. 5 years
D. 4 years
E. 6 years

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Lucy's investment is earning interest at a rate of 6% per year. To calculate how long it will take for her investment to earn $600 in interest, we can use the formula: Interest = Principal * Rate * Time. Plugging in the values, we have $600 = $2,500 * 0.06 * Time. Solving for Time, we get Time = $600 / ($2,500 * 0.06) = 4 years. Therefore, Lucy will have to wait for 4 years before her $2,500 investment earns $600 in simple interest.

Explanation

Lucy's investment is earning interest at a rate of 6% per year. To calculate how long it will take for her investment to earn $600 in interest, we can use the formula: Interest = Principal * Rate * Time. Plugging in the values, we have $600 = $2,500 * 0.06 * Time. Solving for Time, we get Time = $600 / ($2,500 * 0.06) = 4 years. Therefore, Lucy will have to wait for 4 years before her $2,500 investment earns $600 in simple interest.

28. Use the following information to answer the question When open for business in the morning, a women's shoe store had: 123 pairs of athletic shoes
45 pairs of boots
67 pairs of sandals
76 pairs of dress shoes At the end of the business day, the store had reported selling 87 pairs total of footwear. They also now had on hand 60 pairs of sandals. Which of the following would you be able to calculate ? a. The number of boots sold.
b. The number of sandals sold.
c. The number of athletic shoes left.
d. The number of customers that bought shoes.
e. The number shoes returned.

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The number of sandals sold can be calculated by subtracting the number of sandals on hand at the end of the day (60 pairs) from the initial number of sandals (67 pairs).

Explanation

The number of sandals sold can be calculated by subtracting the number of sandals on hand at the end of the day (60 pairs) from the initial number of sandals (67 pairs).

29. Which of the following is the closest approximation to 7/9 ? a. 7.80
b. 1.29
c. 0.78
d. 0.63
e. 0.83

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The closest approximation to 7/9 is 0.78.

Explanation

The closest approximation to 7/9 is 0.78.

30. Use the graph below to answer the following question

What is the total amount Karen has budgeted for savings? a. $14
b. $140
c. $274
d. $300
e. $322

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31. A rectangle is 7 inches wide and 10 inches long. If the width is doubled, what is the perimeter of the resulting rectangle? a. 17 inches
b. 34 inches
c. 48 inches
d. 68 inches
e. 51 inches

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If the width of the rectangle is doubled, it becomes 14 inches wide. The length remains the same at 10 inches. The formula for the perimeter of a rectangle is 2(length + width). Plugging in the values, we get 2(10 + 14) = 2(24) = 48 inches. Therefore, the perimeter of the resulting rectangle is 48 inches.

Explanation

If the width of the rectangle is doubled, it becomes 14 inches wide. The length remains the same at 10 inches. The formula for the perimeter of a rectangle is 2(length + width). Plugging in the values, we get 2(10 + 14) = 2(24) = 48 inches. Therefore, the perimeter of the resulting rectangle is 48 inches.

32. A proposed road is to be 3.4 miles long. How many feet long would the road be?
(1 mile = 5280 feet) a. 17952 feet
b. 15840 feet
c. 10560 feet
d. 21120 feet
e. 5280 feet

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The correct answer is d. 21120 feet. To convert miles to feet, we multiply the number of miles by the conversion factor of 5280 feet per mile. In this case, 3.4 miles multiplied by 5280 feet per mile equals 21120 feet.

Explanation

The correct answer is d. 21120 feet. To convert miles to feet, we multiply the number of miles by the conversion factor of 5280 feet per mile. In this case, 3.4 miles multiplied by 5280 feet per mile equals 21120 feet.

33. What is the value of 9 - (-8) + 5 ? a. 12
b. 22
c. 6
d. -12
e. -22

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The value of 9 - (-8) + 5 is 22. This is because when subtracting a negative number, it is the same as adding the positive value. So, -(-8) becomes +8. Therefore, 9 + 8 + 5 equals 22.

Explanation

The value of 9 - (-8) + 5 is 22. This is because when subtracting a negative number, it is the same as adding the positive value. So, -(-8) becomes +8. Therefore, 9 + 8 + 5 equals 22.

34. A piece of wood is 4.5 yards long. What is the length expressed in inches? a. 162
b. 450
c. 54
d. 13.5
e. 150

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35. Jim works for $15.50 per hour for a health care facility. He is supposed to get a 75 cent per hour raise at one year of service. What will his percent increase in hourly pay be? A. 2.7%
B. 3.3%
C. 133%
D. 4.8%
E. 105%

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36. Use the following graph to answer question

24. Between which months in 2000 was there virtually no difference in sales ? a. February and March
b. March and April
c. May and June
d. November and December
e. June and July

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In the given graph, the sales for each month in 2000 are shown. To determine the months with virtually no difference in sales, we need to identify the months where the sales values are very close to each other. By observing the graph, it can be seen that the sales values for May and June are almost the same. Therefore, the correct answer is c. May and June.

Explanation

In the given graph, the sales for each month in 2000 are shown. To determine the months with virtually no difference in sales, we need to identify the months where the sales values are very close to each other. By observing the graph, it can be seen that the sales values for May and June are almost the same. Therefore, the correct answer is c. May and June.

37. What is the perimeter of the figure below?

a. 36
b. 52
c. 48
d. 28
e. 32

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38. A 6th grade teacher is ordering pencils, crayons, and markers for her classroom. The prices are as follows: Pencils: $0.27 per dozen
Crayons: $0.48 per box of eight.
Markers, set of 6 different colors: $0.96 She orders 72 pencils, 20 boxes of crayons, and 10 sets of markers. How much (before tax) is the total cost ? a. $20.82
b. $38.44
c. $1.71
d. $16.20
e. $21.72

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39. Solve for x in the following equation.
(1/3)X + 8 = 17 a. 11
b. 17
c. 9
d. 27
e. 25

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To solve for x in the equation (1/3)x + 8 = 17, we need to isolate x. First, we can subtract 8 from both sides of the equation, which gives us (1/3)x = 9. Then, to get rid of the fraction, we can multiply both sides of the equation by 3, resulting in x = 27. Therefore, the correct answer is d. 27.

Explanation

To solve for x in the equation (1/3)x + 8 = 17, we need to isolate x. First, we can subtract 8 from both sides of the equation, which gives us (1/3)x = 9. Then, to get rid of the fraction, we can multiply both sides of the equation by 3, resulting in x = 27. Therefore, the correct answer is d. 27.

40. The price of a newspaper subscription was $40. The new price is $43. What percent was the price increased? a. 3%
b. 6%
c. 7.5%
d. 8%
e. 9.5%

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The price of the newspaper subscription increased from $40 to $43, which is a difference of $3. To find the percentage increase, we divide the difference by the original price and multiply by 100. So, the percentage increase is (3/40) * 100 = 7.5%. Therefore, the correct answer is c. 7.5%.

Explanation

The price of the newspaper subscription increased from $40 to $43, which is a difference of $3. To find the percentage increase, we divide the difference by the original price and multiply by 100. So, the percentage increase is (3/40) * 100 = 7.5%. Therefore, the correct answer is c. 7.5%.

41. Carl and Joe are driving in separate cars to a city 320 miles away. Both of them are leaving from the same place. Joe leaves at 9 am and does an average of 60 mph. Carl leaves at 9:30 am and catches up to Joe at 12 noon. How fast is Carl's average speed? a. 60 mph
b. 72 mph
c. 65 mph
d. 62 mph
e. 80 mph

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Since Joe leaves at 9 am and travels at an average speed of 60 mph, by 12 noon he would have traveled for 3 hours and covered a distance of 180 miles (60 mph x 3 hours). Carl catches up to Joe at 12 noon, which means Carl also traveled for 3 hours. Since Carl catches up to Joe, it means that Carl also covered a distance of 180 miles in 3 hours. Therefore, Carl's average speed is 180 miles divided by 3 hours, which equals 60 mph.

Explanation

Since Joe leaves at 9 am and travels at an average speed of 60 mph, by 12 noon he would have traveled for 3 hours and covered a distance of 180 miles (60 mph x 3 hours). Carl catches up to Joe at 12 noon, which means Carl also traveled for 3 hours. Since Carl catches up to Joe, it means that Carl also covered a distance of 180 miles in 3 hours. Therefore, Carl's average speed is 180 miles divided by 3 hours, which equals 60 mph.

42. A school will put no more than 32 students in a classroom. If there are 549 total students, what is the least number of classrooms needed ? a. 17
b. 18
c. 19
d. 20
e. 21

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To find the least number of classrooms needed, divide the total number of students (549) by the maximum number of students per classroom (32). This gives us 17.15625, which means we need at least 18 classrooms to accommodate all the students. Therefore, the correct answer is b. 18.

Explanation

To find the least number of classrooms needed, divide the total number of students (549) by the maximum number of students per classroom (32). This gives us 17.15625, which means we need at least 18 classrooms to accommodate all the students. Therefore, the correct answer is b. 18.

43. If the average of three numbers is V. If one of the numbers is Z and another is Y, what is the remaining number? A. ZY - V
B. Z/V – 3 - Y
C. Z/3 – V - Y
D. 3V- Z - Y
E. V- Z – Y

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44. If 45 is 120% of a number, what is 80% of the same number? A. 30
B. 32
C. 36
D. 38
E. 41

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If 45 is 120% of a number, it means that the number is 45 divided by 1.2. To find 80% of the same number, we multiply the number by 0.8. Therefore, 80% of the number is (45/1.2) * 0.8, which is equal to 30. So, the correct answer is A.

Explanation

If 45 is 120% of a number, it means that the number is 45 divided by 1.2. To find 80% of the same number, we multiply the number by 0.8. Therefore, 80% of the number is (45/1.2) * 0.8, which is equal to 30. So, the correct answer is A.

45. Use the following information to answer question When open for business in the morning, a women's shoe store had: 123 pairs of athletic shoes
45 pairs of boots
67 pairs of sandals
76 pairs of dress shoes At the end of the business day, the store had reported selling 87 pairs total of footwear. They also now had on hand 60 pairs of sandals. Which of the following would you be able to calculate ? a. The number of boots sold.
b. The number of sandals sold.
c. The number of athletic shoes left.
d. The number of customers that bought shoes.
e. The number shoes returned.

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The number of sandals sold can be calculated. Since the store had 67 pairs of sandals at the beginning of the day and now has 60 pairs on hand, it means that 7 pairs of sandals were sold.

Explanation

The number of sandals sold can be calculated. Since the store had 67 pairs of sandals at the beginning of the day and now has 60 pairs on hand, it means that 7 pairs of sandals were sold.

46. Jennifer works in a grocery store part-time at $8.25 per hour. She works at least 25 hours per week. Her employer does not allow her to work more than 30 hours in one week. Her work week is Sunday to Thursday. If you know she had worked a total of 17 hours as of the end of Tuesday, which of the following do you know to be true? a. She will work at least 8 more hours for the week.
b. She will not work 13 hours more for the week.
c. She will work 8 hours on Wednesday.
d. She will not work on Thursday.
e. She did not work on Sunday.

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Based on the given information, we know that Jennifer works at least 25 hours per week and she had worked a total of 17 hours as of the end of Tuesday. Since she cannot work more than 30 hours in one week, it is safe to say that she will work at least 8 more hours for the week (option a) in order to reach the minimum required hours. However, we cannot determine if she will work exactly 8 hours on Wednesday (option c) or if she will not work on Thursday (option d). There is also no information given about whether she worked on Sunday (option e), so we cannot make any conclusions about that.

Explanation

Based on the given information, we know that Jennifer works at least 25 hours per week and she had worked a total of 17 hours as of the end of Tuesday. Since she cannot work more than 30 hours in one week, it is safe to say that she will work at least 8 more hours for the week (option a) in order to reach the minimum required hours. However, we cannot determine if she will work exactly 8 hours on Wednesday (option c) or if she will not work on Thursday (option d). There is also no information given about whether she worked on Sunday (option e), so we cannot make any conclusions about that.

47. Grace has 16 jellybeans in her pocket. She has 8 red ones, 4 green ones, and 4 blue ones. What is the minimum number of jellybeans she must take out of her pocket to ensure that she has one of each color?A. 4
B. 13
C. 12
D. 8
E. 16

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48. In triangle ABC, AB=BC and (C's measure is 65°.) What is the measure of angle B? A. 40°
B. 50°
C. 60°
D. 65°
E. 75°

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Since AB=BC, we know that angle A and angle C are congruent. Since angle C measures 65°, angle A must also measure 65°. In a triangle, the sum of the angles is always 180°. Therefore, angle B can be found by subtracting the measures of angles A and C from 180°. Since angle A and angle C both measure 65°, subtracting 65° from 180° gives us an angle of 50° for angle B. Therefore, the correct answer is B.

Explanation

Since AB=BC, we know that angle A and angle C are congruent. Since angle C measures 65°, angle A must also measure 65°. In a triangle, the sum of the angles is always 180°. Therefore, angle B can be found by subtracting the measures of angles A and C from 180°. Since angle A and angle C both measure 65°, subtracting 65° from 180° gives us an angle of 50° for angle B. Therefore, the correct answer is B.

49. What is the average number of correct answers given by all students tested ? a. 57
b. 26
c. 17
d. 84
e. 39

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50. Which of the following has a larger value ? a. 5/9
b. 6/11
c. 7/10
d. 9/15
e. 6/13

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The correct answer is b. 6/11. To compare fractions, we can cross-multiply and compare the products. When we cross-multiply 5/9 and 6/11, we get 5*11 = 55 and 9*6 = 54. Since 55 is greater than 54, 5/9 is smaller than 6/11. Similarly, when we cross-multiply the other fractions, we find that 6/11 has the largest value compared to the other fractions.

Explanation

The correct answer is b. 6/11. To compare fractions, we can cross-multiply and compare the products. When we cross-multiply 5/9 and 6/11, we get 5*11 = 55 and 9*6 = 54. Since 55 is greater than 54, 5/9 is smaller than 6/11. Similarly, when we cross-multiply the other fractions, we find that 6/11 has the largest value compared to the other fractions.

CBEST Math Simulation 1