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Test Quiz

Find sum of numbers from the average of numbers.

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1) The average of three numbers is 15. What is two times the sum of the three numbers?

Find the factors of 12.

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2) How many factors does the number 12 have?

1/3rd of something is same as dividing by 3.

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3) John owns 1/3 of the CDs in the collection. If there are a total of 120 CDs, how many does John own?

Equilateral triangle has 3 equal sides.

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4) What is the perimeter of an equilateral triangle, one side of which measures 6 inches?

Calculate amount contributed by others in terms of the amount contributed by James.

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5) Tyler, Sharice, and James want to put their money together in order to buy a $270 radio. If Sharice agrees to pay twice as much as James, and Tyler agrees to pay three times as much as Sharice, how much will Sharice contribute?

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6) The price of a jacket is reduced by half, and the resulting price is then reduced by 10%. The final price is what percentage of the original price?

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7) In a jar of gumdrops, the ratio of green gumdrops to red gumdrops is 5:3. If only green and red gumdrops are in the jar and the total number of gumdrops is 56, how many green gumdrops are in the jar?

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8) A stop sign has eight equal sides and a perimeter of 64. What is the length of each individual side?

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9) Two cardboard boxes have equal volume. The dimensions of one box are 3 x 8 x 10. If the length of the other box is 4 and the width is 6, what is the height of the second box?

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10) At a fund-raiser, 300 people each donated y dollars. In terms of y, what was the total number of dollars donated?

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11) If a harvest yields 120 bushels of corn, 40 bushels of wheat, and 80 bushels of soybeans, what percent of the total harvest is corn?

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12) Which of the following is a multiple of 6?

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13) A 3-foot, 2-inch board is how many times bigger than a 2-foot board?

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14) What is the distance between (-14, -11) and (-20, -7) along the line connecting them?

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15) What is the perimeter of a regular pentagon whose sides measure three units?

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16) What is 60 expressed as the product of its prime factors?

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17) Mike bought 25 shares of Zooko stock at the closing price on Tuesday and sold them at the closing price on Friday. How much money did Mike lose on his investment?

 

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18) The hypotenuse of a right triangle is 10 and one leg is 6. Find the length of the other leg of the triangle.

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19) Calculate the area of the hexagon.
OP = 4\sqrt{3}, AB = 8

 

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20) If |3a - 1| = 5, which of the following is a possible value for a?

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21) A coat is on sale for $128 after a discount of 20%. Find the original price.

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22) Rachel worked one Saturday from 7:30 A.M. until 3 P.M. at the rate of $4.65 per hour. How much did she receive?

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23)

 
The graph shown above is of which inequality?

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24) How many socks would you need to remove from a drawer containing 10 blue socks, 15 black socks, and 5 red socks, to insure that you have at least 2 matching socks?

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25) What is the sum of \cfrac { a }{ b } and \cfrac { b }{ a } ?

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26) A gas tank is 1/3 empty. When full, the tank holds 18 gallons. How many gallons are in the tank now?

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27) Which of the following is the least?

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28) If the sum of x and x + 3 is greater than 20, which is a possible value for x?

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29) If a square has a perimeter of 88, what is the length of each side?

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30) If a Set R contains four positive integers whose average is 9, what is the greatest number Set R could contain?

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31) Which of the following is NOT a multiple of 4?

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32) For all real numbers m, *m = 10m - 10.

*7 =

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33) For all real numbers m, *m = 10m - 10. If *m = 120, then m =

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34) At Nifty Thrifty Buy ‘N Sell, an item that usually sells for $9 is on sale for $6. What approximate discount does that represent?

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35) In Jackie’s golf club, 8 of the 12 members are right-handed. What is the ratio of left-handed members to right-handed members?

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36) The sum of five consecutive positive integers is 35. What is the square of the greatest of these integers?

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37) { 2 }^{ 2 }\times { 2 }^{ 3 }\times { 2 }^{ 3 }

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38) If the area of a square is 100{s}^{2} , what is the length of one side of the square?

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39) If 10 books cost d dollars, how many books can be purchased for 4 dollars?

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40) If g is an even integer, h is an odd integer, and j is the product of g and h, which of the following must be true?

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41) If a class of 6 students has an average grade of 78 before a seventh student joins, what must the seventh student get as a grade in order to raise the class average to 80?

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42) If 6 is a factor of a certain number, what must also be factors of that number?

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43)

x =

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44) For what priced item does 40% off equal a $2.00 discount?

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45) On Monday, Gerri ate 1/4 of an apple pie. On Tuesday, she ate 1/2 of what was left of the pie. What fraction of the entire pie did Gerri eat on both days?

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46) If the area of a square is equal to its perimeter, what is the length of one side of that square?

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47) If 6x - 4 = 38, then x - 5 =

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48) 3{ ({ x }^{ 2 }{ y }^{ -4 }z) }^{ 4 }{ x }^{ 3 }y =

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49) What is NOT a prime factor of 360?

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50) What is the area of an equilateral triangle whose altitude is 4?

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51) At the start of the year, Terry invested $6,000 in South Bend Oil Corp. At the end of the year, his stock was worth $4,500. What was the percent decline in the value of his investment?

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52) what is \cfrac{a}{b} - \cfrac{b}{a}?

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53) Tracy has a test average of 90 after five tests. She only knows the scores of four of her tests: they are 80, 87, 94, and 89. What was the score on her other test?

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54) What is 4 percent expressed as a decimal?

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55) Express in simplest form the following ratio:
15 hours to 2 days.

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56) .58 x .14 =

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57) If 3a - 5 = 7, then a =

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58) A gumball machine contains five red and three blue gumballs. If one gumball is removed, what is the probability that it will be red?

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59) How long is chord \bar { AB } of circle O?

 

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60) \left( 2{ x }^{ 2 }-3x+5 \right) +(3x-2)=

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61) Using the formula A = p + prt, find A when p = 500, r = .04, and t = 2\cfrac { 1 }{ 2 }.

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62)

 
Triangles ABE and ACD are similar. Find the length of DE.

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63) The expression { (3{ K }^{ 2 }) }^{ 3 } is equivalent to

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64) Find the value of y in the proportion

\cfrac{20}{12}=\cfrac{5}{y}

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65) If \cfrac{3}{x} is subtracted from \cfrac{4}{x}, the result is

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66) The markdown price of a computer game was $36.75, which represented 75% of the original selling price. What was the original selling price?

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67) Use this chart to answer question

 

 

Weekly net income = $350
A. Food
B. Rent and Utilities
C. Entertainment
D. Clothing
E. Miscellaneous

How much money does Freddie spend on miscellaneous items each week?

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68) What is the x-intercept of the line described by the equation y = 3x + 7?

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69) What is 60 expressed as the product of its prime factors?

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70) If |12a - 7| = 3, what is a possible value of a?

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71) What is the graph of the inequality 4 ≤ x ≤ 7?

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72) { 11 }^{ 2 }-{ 9 }^{ 2 }

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73) Eric’s test scores were 98, 95, 84, 100, and 92. What would he need on his next test to have an average of 94?

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74) Where does the line y = x - 3 cross the y-axis?

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75)

 
If points A, B, C, and D are distinct collinear points, and \bar { AC } is congruent to \bar { BC } , and B lies between A and D, and the length of \bar { AC } is 7, what is the length of \bar { CD } ?

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76) Which of the following is a multiple of both 4 and 5?

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77) Four less than a number is two thirds of that number. What is the number?

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78) On a test with 25 questions, Mark scored an 84%. How many questions did Mark answer correctly?

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79) \cfrac { 1 }{ 2 } +\cfrac { 2 }{ 3 } +\cfrac { 3 }{ 4 } -\cfrac { 1 }{ 2 } -\cfrac { 1 }{ 3 } +\cfrac { 1 }{ 4 } -\cfrac { 1 }{ 3 } =

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80) The perimeter of a square with a side length of 4 is how much less than the perimeter of a rectangle with sides of length 6 and width 4?

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81) Which of the following is most nearly 40% of $19.95?

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82) One fifth of a class chose electricity for the topic of a science project. If 2 students chose this topic, how many students are in the class?

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83) Don is 5 years older than Peter is. In 5 years, Don will be twice as old as Peter is now. How old is Peter now?

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84) If p pieces of candy cost c cents, 20 pieces of candy will cost

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85) Durant’s Trading Company earned profits of $750,000 in 1990. In 1998, their profit was $4,500,000. The profit from 1998 was how many times as great as it was in 1990?

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86)

 

If b = 45°, then { v }^{ 2 } =

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87) A pet goat eats 2 pounds of oats and 1 pound of grass each day. When the goat has eaten a total of 30 pounds, how many pounds of grass has been eaten?

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88) If 3x - 9 = 18, what is x ÷ 9?

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89) One half the difference between the number of degrees in a rectangle and the number of degrees in a triangle is

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90) A zoo has 4 times as many gorillas as tigers. There are 4 more tigers than there are zebras at the zoo. If z represents the number of zebras, in terms of z, how many gorillas are in the zoo?

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91) If cats sleep \cfrac{ 3  }{ 4 } of every day, how many full days would a cat sleep in a four-day period?

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92) What is the least number that can be added to 2,042 to produce a result divisible by 9?

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93) An art club of 5 boys and 4 girls makes craft projects. If the girls average 2 projects each and the boys average 3 projects each, what is the total number of projects produced by this group?

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94) The area of a rectangle with width 3 and length 8 is equal to the area of a triangle with base 6 and height of

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95) definition: For all real numbers r and s, r\clubsuit s=(r\times s)-(r+s).
10\clubsuit 2=

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96) definition: For all real numbers r and s, r\clubsuit s=(r\times s)-(r+s).
If L(4\clubsuit 3)=30,then L =

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97) Jessie scores an 88, 86, and 90 on her first 3 exams. What must she score on her fourth exam to receive an average of 91?

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98) Solve for x: 3x - 8 = 10x - 13

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99) If the price of a handbag is $75.00 before a discount of 15%, what is the final discounted price?

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100) Find the height of a triangle whose base is 15 inches and whose area is 75 square inches.

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101) What is .03 expressed as a percent?

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102) What is 72 expressed as the product of prime factors?

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103) Fred invested $4,000 at a simple interest rate of 5.75%. What is the total value of his investment after one year?

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104) The area of a circle is the same as the area of a square whose side is 5 centimeters. The radius of the circle is closest to

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105) Solve for x: 7x - 3 = 4x + 6

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106) The length of a side of a square is represented by x + 2, and the length of a side of an equilateral triangle is represented by 2x. If the square and the equilateral triangle have equal perimeters, find x.

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107) A bag has five green marbles and four blue marbles. If one marble is drawn at random, what is the possibility that it is NOT green?

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108) The expression \sqrt{162} is equivalent to:

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109)

 

In the accompanying figure, the legs of a right triangle are 16 inches and 12 inches. Find the number of inches in the length of the line segment parallel to the 16-inch side and 3 inches from it.

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110) On a map, 2 inches represent 15 miles. How many miles would 5 inches represent?

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111)

 

Three congruent squares are arranged in a row. If the perimeter of ABCD is 80, the area of ABCD is

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112) Express as a ratio in simplest form: 5 feet to 3 inches

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113) What is the slope of the line that passes through the point (2,6) and the point (7, 27)?

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114) 423,252\times 835,234=

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115) If points A, B, C, and D are collinear, and C is the midpoint of \bar { AB } , and B is the midpoint of \bar { AD }, and the length of \bar { AD } is 24, what is the length of \bar { CD }?

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116) If x = 4 on the graph of y = -5x + 4, what does y equal?

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117) What is the graph of the inequality 6 < x\le 9?

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118) What is 3 { x }^{ 5 } divided by 4 { x }^{ 7 }?

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119) Express .075 as a percent.

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120) A scale model of a cube has sides that are one fortieth of the length of the original. If the scale model required three gallons of paint to coat, how much paint is required to coat the original with the same thickness of paint?

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121) Dinner (plus tax and tip) cost $93.60. The tax rate is 5% and Mr. Simmons left a 15% tip. Both tax and tip are calculated on the base amount of the check. What was the base amount of Mr. Simmons’s bill?

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122) What is the area of a square whose diagonal is 6?

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123) Which fraction lies between \cfrac {2}{3} and \cfrac {4}{5}?

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124) The circumference of a circle whose diameter is 7 inches is approximately

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125)

 

Josie bought 16 shares of Zariche stock at the closing price Monday and sold them at the closing price on Friday. What was Josie’s profit on this investment?

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