Free Printable Home and office arithmetic

1.

The profit percent is found as a percent of

a)

Profit

b)

Selling Price

c)

Cost Price

d)

Sale Price

2.

If James sells his car for $1,000 and bought it for $2500. What is the percentage loss made on the car.

a)

15%

b)

10%

c)

60%

d)

150%

3.

Calculate the percentage loss if an item is bought for $400 and sold for $364

a)

9.9%

b)

11%

c)

9%

d)

91%

4.

If an object is bought for $90 and then sold for a loss of 15%. How much was it sold for?

a)

$103.50

b)

$80

c)

75

d)

$76.50

5.

A computer has been discounted by 32%. The original cost was $900. What is the new price?

a)

$1188

b)

$288

c)

$612

d)

$600

6.

You sell T-shirts. If they cost you Rs 2.00 each and can sell them for Rs 10.00, how much PROFIT can you make if you sell 10 T-shirts?

a)

80.00

b)

20.00

c)

50.00

d)

10.00

7.

Percentage of discount =

a)

$\frac{Discount}{CP}\times100\ \%$

b)

$\frac{Discount}{SP}\times100\ \%$

c)

$\frac{Discount}{MP}\times100\ \%$

d)

none of the above

8.

Find the marked price when:

Discount = 15% and SP= Rs. 1020

a)

Rs. 1173

b)

Rs. 1200

c)

Rs. 1210

d)

Rs. 867

9.

Sales tax is __________ to the price

a)

subtracted

b)

added

c)

multiplied

d)

divided

10.

If CP=Rs. 80; SP=Rs.120 then find profit percentage.

a)

$33\ \frac{1}{3}\%$

b)

$50\ \%$

c)

$40\ \%$

d)

$20\ \%$

11.

The term used to describe money gained after a sale.

a)

cost price

b)

selling price

c)

profit

d)

loss

12.

If the cost price of an item is $10 and the selling price is $12, was a profit or a loss made?

a)

profit

b)

loss

c)

neither

13.

Find the loss of an item that cost $190 and sold for $175.

a)

$25

b)

$15

c)

-$15

d)

$30

14.

Find the profit: CP = $120, SP = $180

a)

$80

b)

$20

c)

-$20

d)

$60

15.

The term used to describe money gained after a sale.

a)

cost price

b)

selling price

c)

profit

d)

loss

16.

If the CP is less than the SP, then there will be a loss.

a)

True

b)

False

17.

What is meaning of loss?

a)

Difference between marked price and selling price

b)

Difference between cost price and marked price

c)

Difference between selling price and cost price

d)

All of the above

18.

What is selling price?

a)

Price at which we buy the things.

b)

Price at which we sell the things.

19.

If Selling price > Cost price, it will be

a)

Profit

b)

Loss

20.

How we calculate profit?

a)

Profit = SP - CP

b)

Profit = CP- SP

21.

How we calculate Loss ?

a)

Loss = SP -CP

b)

Loss = CP -SP

22.

If Selling price > Cost price, it will be

a)

Profit

b)

Loss

23.

What is the amount at which the product is to be sold?

a)

Cost Price

b)

Selling Price

c)

Net Sale

d)

Profit

24.

Jamie builds and sells boxes for worm farms. The materials to build cost $13. She sells the boxes for $20. How much profit will Jamie make?

a)

$7

b)

$27

c)

$13

d)

$20

25.

Jackie is making lemonade. She buys sugar, lemons, and cups for $17. She made $41 from selling the lemonade. What is her profit?

a)

$58

b)

$17

c)

$24

d)

$41

26.

Evan earned $300 by doing yard work. His profit was $250. How much were his expenses?

a)

$550

b)

$300

c)

$250

d)

$50

27.

Tom helped his uncle move. He spent $30 for gas for his truck, and $20 for work gloves. His uncle paid him $200 for his help. What was Tom's profit?

a)

$50

b)

$150

c)

$250

d)

$30

28.

Another name for buying price is:

a)

Selling Price

b)

Cost Price

c)

Profit

29.

If an item is sold for more more than what it was bought for, the seller make a/an:

a)

Loss

b)

Interest

c)

Profit

d)

Tax

30.

Cost price - Selling Price =

a)

Interest

b)

Profit

c)

Loss

d)

GCT

31.

What is the formula to find out Profit?

a)

C.P - S.P

b)

S.P - C.P

c)

M.P - Discount

d)

S.P + VAT

32.

What is the formula to find out Loss?

a)

S.P - C.P

b)

M.P - S.P

c)

C.P - S.P

d)

All of above

33.

If C.P = Rs. 200 and S.P = Rs. 240 then profit = (a)

34.

Formula of S.P when C.P and Profit is given.

a)

S.P - Profit

b)

C.P - Profit

c)

C.P -Loss

d)

C.P + Profit

35.

If S.P is more than C.P then what will be the result?

a)

Loss

b)

Profit

c)

Expenses

d)

None

36.

Formula of Profit % = _______

a)

C.P/Profit x 100

b)

C.P/M.P x100

c)

Profit/C.Px100

d)

Profit/S.Px100

37.

A shopkeeper bought a watch for Rs. 1,250 and sold it for Rs. 1,500. Find his/her profit percent.

a)

50%

b)

90%

c)

10%

d)

20%

38.

A grocer bought 300 eggs at Rs. 8 each. 25 eggs were broken and he/she sold the remaining eggs at Rs. 9.60 each. Find his/her Profit or Loss Percent.

a)

11%

b)

12%

c)

10%

d)

25%

39.

Mrs. Tamang sold a cosmetic item for Rs. 522 at 16% profit. At what price had he purchased the item?

a)

Rs. 800

b)

Rs. 900

c)

Rs. 1,000

d)

Rs. 450

40.

Mr. Shakya purchased a gold item for Rs. 32,400. If the gold is slightly devaluated and he sold it at 5% loss, find the selling price of the item.

a)

Rs. 30,780

b)

Rs. 31,000

c)

Rs. 32,100

d)

Rs. 30,900

41.

The profit percent is found as a percent of

a)

Profit

b)

Selling Price

c)

Cost Price

d)

Sale Price

42.

What is the profit percent if a shopkeeper buys a football for $12 and sells it for $15?

a)

80%

b)

25%

c)

20%

d)

50%

43.

What is the percentage profit if Tony buys a watch for $50 and sells it for $60?

a)

20%

b)

25%

c)

16.6%

d)

16.7%

44.

If James sells his car for $1,000 and bought it for $2500. What is the percentage loss made on the car.

a)

15%

b)

10%

c)

60%

d)

150%

45.

Calculate the percentage profit if an item is bought for $42 and sold for $52.50

a)

20%

b)

25%

c)

80%

d)

22%

46.

Calculate the percentage profit if an item is bought for $175 and sold for $236.25.

a)

33%

b)

25.9%

c)

74%

d)

35%

47.

Calculate the percentage loss if an item is bought for $70 and sold for $49

a)

42.9%

b)

70%

c)

30%

d)

35%

48.

Calculate the percentage loss if an item is bought for $400 and sold for $364

a)

9.9%

b)

11%

c)

9%

d)

91%

49.

If an object is bought for $90 and then sold for a loss of 15%. How much was it sold for?

a)

$103.50

b)

$80

c)

75

d)

$76.50

50.

If an object is bought for $65 and sold for 20% profit how much was the object sold for?

a)

78

b)

68

c)

85

d)

52

51.

A shopkeeper buys a television for $150 and sells it for $240. What is the percentage profit?

a)

62.5%

b)

37.5%

c)

60%

d)

16%

52.

Katie earns $6 per hour in her part time job. She gets a pay rise of 5%. What is her new hourly pay?

a)

$6.60

b)

$6.30

c)

$0.30

d)

$6.50

53.

My class size has increased by 35% this year. I had 20 students last year, how many do I have now?

a)

23

b)

25

c)

27

d)

29

54.

Paul buys a new pair of trainers on holiday for $55 but forgets to add on the Georgia state tax of 8%. What is the total cost of the trainers?

a)

$4.40

b)

$60.50

c)

$62

d)

$59.40

55.

A computer has been discounted by 32%. The original cost was $900. What is the new price?

a)

$1188

b)

$288

c)

$612

d)

$600

56.

When SP and loss is given, then CP =

(a)

57.

When SP and profit are given, then CP =

a)

SP - profit

b)

CP - profit

c)

SP + profit

d)

CP + profit

58.

If CP = Rs. 200 and Profit% = 10%, then Profit is :

a)

Rs. 30

b)

Rs. 25

c)

Rs. 20

d)

Rs. 15

59.

Suppose, a shopkeeper buys an article for Rs.60 and sells it for Rs. 70. What is his profit?

a)

Rs. 70

b)

Rs. 60

c)

Rs. 50

d)

Rs. 10

60.

If CP = Rs.2400 and SP = Rs. 2592, then Gain % =

a)

5%

b)

8%

c)

10%

d)

12%

61.

Sudhir bought an almirah for Rs. 13600 and spent Rs. 400 on its transportation. He sold it for Rs. 16,800. What is the CP of Sudhir?

(a)

62.

A vendor buys lemons at Rs.25 per dozen. What is the CP of all lemons?

a)

Rs. 250

b)

Rs. 300

c)

Rs. 350

d)

Rs. 400

63.

The formula to find Profit is:

a)

SP - CP

b)

CP - SP

64.

Which one should be greater , CP or SP to make profit?

a)

CP

b)

SP

65.

If CP = Rs. 120 and loss = Rs. 10, SP =

a)

Rs. 130

b)

Rs. 110

c)

Rs. 120

d)

Rs.135

66.

The simple interest formula is I=Prt. What does the t represent?

a)

Principle

b)

Interest

c)

Time

d)

Percent Rate

67.

The simple interest formula is I=Prt. The P represents the principle. The principle is ___________________.

a)

the amount of money borrowed or deposited

b)

the percent interest for his year

c)

the amount taxed

d)

the amount the bank owes you for being a customer at their bank

68.

Emilio borrows $1200 from a bank with 8% simple interest per year. How much will he have to pay back total in 2 years?

a)

$150

b)

$192

c)

$1350

d)

$1392

69.

Leroy borrowed $1500 at an annual simple interest rate of 12%. He paid $270 in interest. For what time period did Leroy borrow the money?

a)

8 years

b)

0.015 years

c)

18 months

d)

18 years

70.

What is 7.25% converted to a decimal?

a)

.725

b)

0.725

c)

0.0725

d)

7.25

71.

I = Prt where r represents the rate. Rates must be converted into ____ before multiplying.

a)

fractions

b)

mixed numbers

c)

decimals

72.

Principal = $800
Interest Rate = 3.5%
Time = 6 months
Find the simple interest earned.

a)

14

b)

140

c)

168

d)

16.80

73.

Starting money = $350.
Interest rate = 2.5%
TIme = 3 years.
How much interest?

a)

$7.50

b)

$26.25

c)

$87.5

d)

$262.50

74.

Principal = $500
Interest earned in 4 years = $60.
Find the interest rate.

a)

1%

b)

2%

c)

3%

d)

4%

75.

Jenna borrowed $5,000 for 3 years and had to pay $1,350 simple interest at the end of that time. What rate of interest did she pay?

a)

6%

b)

6%

c)

8%

d)

9%

76.

Semi-Annually means how many times a year?

a)

4

b)

2

c)

1

d)

6

77.

If you are calculating the simple interest and you are given the time in months. How can you find the time in years?

a)

divide 12 by the months

b)

divide the months by 12

c)

multiply 12 times the months

d)

change the months to a decimal

78.

9 months is how many years?

a)

.5

b)

.75

c)

.25

79.

Ann puts $300 in a bank account earning 4% interest. How much will she earn in interest in 1 year?

a)

4

b)

8

c)

12

d)

16

80.

Maria borrowed $3,000 at a simple interest rate of 4% per year. How much did she have to repay after 4 years?

a)

$480

b)

$3,480

c)

$4,800

d)

$7,800

81.

Dan borrowed $2,000 for 6 months at 12% annual simple interest rate. How much interest is that?

a)

$120

b)

$144

c)

$1,200

d)

$1,440

82.

You go shopping for a new hoodie. There is one for $39.99 that is 30% off. What would be the cost after the discount?

a)

$11.99

b)

$12

c)

$51.99

d)

$27.99

83.

What is 2/3 of 5/6?

a)

5/9

b)

7/9

c)

9/6

d)

1/6

84.

Your bill at a restaurant is $52.00. You want to leave a 20% tip, so how much should the tip be?

a)

$5.20

b)

$62.40

c)

$10.40

d)

$20.00

85.

Elizabeth earns $2200.00 per month. She wants to put 15% into savings each month. How much should she deposit into her savings account?

a)

$1870

b)

$330

c)

$2530

d)

$150

86.

Last month you were earning $10.00 per hour at your job. You performed well and received a 5% raise. How much are you now earning?

a)

$0.50

b)

$10.50

c)

$15.00

d)

$10.05

87.

Order these numbers from greatest to least: 1/20 , 0.20, 4%, 25%

a)

25%>0.20>4%>1/20

b)

0.20>25%>1/20>4%

c)

25%>0.20>1/20>4%

d)

1/20>25%>0.20>4%

88.

What is 62% of 400?

a)

152

b)

248

c)

62

d)

24.8

89.

In a class of 27 students, 1/3 of your classmates did not not do their homework. How many did do the assignment?

a)

24

b)

8

c)

19

d)

21

90.

Blondes account for 13% of the students at Old High. If there are 1200 students enrolled, how many have blond hair?

a)

130

b)

13

c)

1044

d)

156

91.

Which comparison is true?

a)

3/4>74%

b)

0.175>20%

c)

35%<1/3

d)

22%=0.2

92.

$32 is 80% of what?

a)

$80

b)

$25.60

c)

$40.00

d)

$48.00

93.

Last year you made a 73 on your math exam. This year you want to increase your score by 10%. What do you need to make to reach this goal?

a)

83

b)

74

c)

7.3

d)

80

94.

Elizabeth earns $2200.00 per month. She deposits $200 into a savings account. The account yields a 6% interest per year. If she does not make another deposit, how much interest will she earn over two years?

a)

$12.00

b)

$24.00

c)

$212.00

d)

$224.00

95.

Last year 65% of Algebra students passed their STAAR tests. If 143 students passed, how many total students took the Algebra test?

a)

208

b)

143

c)

363

d)

220

96.

Elizabeth earns $2200.00 per month. If she puts 15% into savings each month, how much will remain of her paycheck?

a)

$1870

b)

$330

c)

$2050

d)

$1500

97.

Jo had an excellent night waiting tables at a local restaurant. He made 25% tips on his total sales! If his customers' meals totaled $875, how much did they tip?

a)

$25.00

b)

$218.75

c)

$656.25

d)

$21.88

98.

If a teacher's paycheck is $3200 per month before the government takes 25% for taxes, how much will the teacher's paycheck be after taxes?

a)

$2950

b)

$700

c)

$2400

d)

$3120

99.

Ms. Freeman teaches 108 students. Of those students, 12% are in choir, 11% are band members, 27% are in a sport, and the rest are in an art class. How many of her students are in art?

a)

81

b)

85

c)

54

d)

23

100.

Elizabeth earns $2200.00 per month. She deposits $200 into a savings account. The account yields a 6% interest per year. If she does not make another deposit, how much total will she have in savings after 5 years?

a)

$206.00

b)

$260.00

c)

$60.00

d)

$212.00

101.

Little Johnny scored a 15 on his last math test, but needs to score a 70 on the next one. What percent of increase does Johnny need to make?

a)

85%

b)

37%

c)

55%

d)

366.7%

102.

What does the "I" in the interest formula stand for?

a)

Principal

b)

Interest

c)

Rate

d)

Time

103.

John put 14,000 Euros in an account at a simple interest rate of 1% per year. How much interest will he get after 12 years?

a)

16,800 Euros

b)

168,000 Euros

c)

1,680 Euros

104.

Maria borrowed $3,000 at a simple interest rate of 4% per year. How much did she have to repay after 4 years?

a)

$480

b)

$3,480

c)

$4,800

d)

$7,800

105.

What does the "r" in the interest formula stand for?

a)

Principal

b)

Interest

c)

rate

d)

time

106.

Anna invested $2,500 at an annual rate of 5%. How long will it take until Anna earns $1,125 in interest?

a)

5 years

b)

8 years

c)

10 years

d)

9 years

107.

Jack deposited $1,400 in his bank account. After 3 years, the account earned $294 in interest. Find the simple interest rate.

a)

5%

b)

8%

c)

7.25%

d)

7%

108.

The rate is given as a percent (%). Before using it in the simple interest formula, you must first convert it to a______.

a)

fraction

b)

decimal

c)

ratio

d)

dollar amount

109.

The Principal and Interest are always___________.

a)

fraction

b)

decimal

c)

percent

d)

dollar amount

110.

If the time is given in months, you must first _____________ by 12.

a)

add

b)

subtract

c)

multiply

d)

divide

111.

Mr. Peterson paid $1,020 in interest for a loan, which was given to him at a rate of 5% for 3 years. How much money did he borrow originally?

a)

$5,400

b)

$6,800

c)

$3,240

d)

$14,620

112.

How much tip should you leave if you want to tip 23% at Applebee's on a $27.31 bill?

a)

$6.28

b)

$33.59

c)

$21.03

113.

Sales tax is __________ to the price

a)

subtracted

b)

added

c)

multiplied

d)

divided

114.

Discount is ____________ from the price.

a)

added

b)

divided

c)

subtracted

d)

multiplied

115.

Change 3.2% into a decimal.

a)

32

b)

3.2

c)

.32

d)

.032

116.

Ralph buys a computer for $675. The sales tax rate is 6%. How much did Ralph pay for the computer?

a)

40.50

b)

715.50

c)

6.00

d)

634.50

117.

How much tax would you pay on a new TV that is $899 at Best Buy, if the tax rate is 6.5%?

a)

$957.43

b)

$841

c)

$58.43

d)

$584.35

118.

Sam bought an $85.00 jacket for 40% off of the regular price. How much did he pay for the jacket?

a)

75

b)

51

c)

36

d)

34

119.

You are purchasing a T.V for $990 T.V with 9% sales tax. What is the final price of the T.V.?

a)

$89.10

b)

$900.90

c)

$ 1,079.10

d)

$ 1,709.1

120.

Sharon makes money by commission rates. She gets 17% of everything she sells. If Sharon sold $37,000 worth of items this month, what is her commission for the month?

a)

$14,800

b)

$5,180

c)

$629

d)

$6,290

121.

Amelia sells jewelry. She make a total of 12% of commission off of her sales. How much commission Amelia make when she sells $22,540 worth of jewelry.

a)

13,780.80

b)

$450.80

c)

$2,704.80

d)

$304.80

122.

a)

7.65

b)

4.3

c)

4.88

d)

7

123.

a)

5

b)

3.6

c)

1.48

d)

7

124.

Jack reduced the size of a triangle to a height of 1.5 in. What is the new width if it was originally 4.5 in tall and 2.4 in

wide?

a)

4.5 inches

b)

2 inches

c)

1.8 inches

d)

0.8 inches

125.

Carlos bought 14 pineapples for $55.80. How many pineapples can Castel buy if he has $27.90?

a)

6

b)

111

c)

8

d)

7

126.

Change 34% to a decimal

a)

3.4

b)

.34

c)

34.00

d)

.034

127.

On what a discount is calculated?

a)

selling price

b)

cost price

c)

marked price

d)

none of these

128.

What is commission?

a)

An answer to a question

b)

A percent

c)

A percentage you earn from your total sales.

d)

An amount compared to 100.

129.

If MP of a box is Rs 10 and a discount of 10% is allowed then what should be the sale price?

a)

Rs.10

b)

Rs.9

c)

Rs.11

d)

none of these

130.

The marked price of a shirt was Rs. 130. After bargaining Kamal bought it for Rs. 120. What discount was he allowed for the shirt?

a)

Rs. 20

b)

Rs. 30

c)

Rs. 40

d)

Rs. 10

131.

Compute the sales commission: Amount Rs. 3,400.00 Rate 3%

a)

Rs.100

b)

Rs.150

c)

Rs.102

d)

Rs.108

132.

The marked price for a plot of land was Rs. 98000. Meena was given a 10% discount. How much did she pay for the plot?

a)

Rs. 89200

b)

Rs. 87330

c)

Rs. 88600

d)

Rs. 88200

133.

Mohan bought a shirt for Rs. 460 after he was given a Rs. 60 discount. What was the marked price of the shirt?

a)

Rs. 510

b)

Rs. 410

c)

Rs. 400

d)

Rs. 520

134.

The marked price of a radio was Rs. 600. A customer paid Rs. 540 after being allowed a discount. What was the percentage of discount?

a)

5%

b)

8%

c)

7%

d)

10%

135.

Find the percentage discount given when Chetana paid Rs. 95 for a pen whose marked price was Rs. 100.

a)

6%

b)

5%

c)

8%

d)

3%

136.

Raju sells home security systems. He earns an 11 percent commission on every system he sells. Raju’s sales for this month totaled Rs.4200. What is Raju’s commission?

a)

Rs.462

b)

Rs.469

c)

Rs.521

d)

Rs387

137.

Roshan earns 5% commission on his sales at DMart. One week his sales totaled Rs.9,650. What was his commission for the week?

a)

Rs.9,167.50

b)

Rs.482.50

c)

Rs.965

d)

Rs.487.50

138.

Are you ready for the test tomorrow?

a)

YES

b)

NO

c)

MAYBE

139.

DID YOU ENJOY THE QUIZ?

a)

YES

b)

NO

c)

MAYBE

140.

The table below gives the reading of an electricity meter.
Meter Reading
Previous Present
23456 24178

a)

622

b)

722

c)

456

d)

178

141.

-7 X 6 =

a)

-42

b)

42

142.

16 X (-7) =

a)

112

b)

-112

143.

-4 x (-5) x 7 =

a)

140

b)

-140

144.

4 x (-8) =

a)

32

b)

-32

145.

-3 x (-8) x (-6) =

a)

144

b)

-144

c)

24

146.

(-3) x 6 ÷ 2 =

a)

-9

b)

9

c)

-18

147.

-14 + 7 x (-5) =

a)

49

b)

-49

c)

-35

148.

2x + 2x =

a)

x + 4

b)

2 + x

c)

2 + 2

d)

4x

149.

5y - 4y + 8y =

a)

17y

b)

9

c)

9y

d)

y - 9

150.

3x + 2 + 3x =

a)

8x

b)

2x

c)

3x+2

d)

6x+2

151.

3a + 2b + 3 a =

a)

8a

b)

8b

c)

5a + 3a

d)

6a + 2b

152.

Evaluate 16^-3/4

a)

1/16

b)

1/8

c)

16^-3/4

d)

1/⁴√(16³)

153.

Three times a number increased by nine

a)

3h-9

b)

3(h-9)

c)

3(h+9)

d)

3h+9

154.

g divided by 9

a)

9g

b)

g-9

c)

g/9

d)

9/g

155.

There are m strawberries in a box. How many strawberries will there be in total if you add 1 more?

a)

1m

b)

m x 1

c)

m + 1

d)

2m

156.

Use the distributive property to simplify the expression.

3(2c - 5)

a)

6c - 15

b)

6c + 15

c)

6c + 15

d)

-6c - 15

157.

Use the distributive property to simplify the expression.

5(a + 6)

a)

5a + 6

b)

a + 30

c)

5a + 30

d)

5a - 30

158.

Use the distributive property to simplify the expression.

2(7c - 8)

a)

14c - 16

b)

14c + 16

c)

7c - 16

d)

c - 16

159.

Use the distributive property to simplify the expression.

9(2g + 3)

a)

18g + 27

b)

18g - 27

c)

-18g - 27

d)

18g - 18

160.

Simplify the expression by combining like terms.

9x²+14x-x²+6x

a)

8x²+20x

b)

9x²+20x

c)

10x²+20x

d)

8x²+8x

161.

$-18\ -17\ =$

a)

-35

b)

-25

c)

-1

d)

1

162.

$7\ -2\ -\left(-9\right)\ =$

a)

-14

b)

-12

c)

-4

d)

14

163.

Simplify the expression:
3x - 5(-2 + 4x)

a)

-17x + 10

b)

23x - 10

c)

-17x - 10

d)

23x + 10

164.

Simplify 5(2 - 7n)

a)

52 - 57n

b)

10 - 7n

c)

10 - 35n

d)

10 + 35n

165.

Simplify 6(x + -2)

a)

6x + -2

b)

6x + -12

c)

4x

d)

6x - 2

166.

A _____________ is a symbol, usually a letter that stands for a number.

a)

coefficient

b)

algebraic expression

c)

variable

d)

term

167.

A(n) __________________ consists of one or more numbers, variables, and operations.

a)

numeric expression

b)

term

c)

variable

d)

algebraic expression

168.

Which of the following is an example of an algebraic expression?

a)

3(2 + 7) - 10

b)

78 - 5 + 3

c)

3x + 6y

d)

8(3) - 5 + 2

169.

A(n) __________________ is a number and/or variable that is separated by addition or subtraction.

a)

variable

b)

term

c)

coefficient

d)

expression

170.

A ______________ is a number multiplied by a variable.

a)

term

b)

variable

c)

coefficient

d)

numerical expression

171.

How many terms are in the given expression?
5² + 7n - 2f

a)

6

b)

5

c)

3

d)

2

172.

What is the coefficient of the following expression?
7c + 8

a)

c

b)

7

c)

8

d)

1

173.

Simplify the expression:
4(x - 3) + 12

a)

4x - 12

b)

4x

c)

4x - 3

174.

13 + 4(2x + 5)

a)

13 + 8x

b)

8x + 33

c)

8x + 20

175.

Simplify 6(x + -2)

a)

6x + -2

b)

6x + -12

c)

4x

d)

6x - 2

176.

Simplify 5(2 - 7n)

a)

52 - 57n

b)

10 - 7n

c)

10 - 35n

d)

10 + 35n

177.

Simplify the expression:
4x + 5 - 2x - 8

a)

6x + 3

b)

2x + 13

c)

2x - 3

d)

6x - 3

178.

Simplify the expression:
1/4(12x - 4)

a)

3x + 1

b)

48x - 16

c)

4x + 1

d)

3x - 1

179.

Simplify the expression:
3x - 5(-2 + 4x)

a)

-17x + 10

b)

23x - 10

c)

-17x - 10

d)

23x + 10

180.

What are the variables of 7x+6y-9

a)

6,7

b)

9

c)

6y, 7x

d)

x, y

181.

Simplify by combining like terms:
5a + 2b - 3a + 4

a)

8a + 2b + 4

b)

2a + 2b + 4

c)

8ab

d)

4ab + 4

182.

Simplify this expression:

-7w + (-6) + 5 + (-9w)

a)

-2w - 1

b)

-16w - 11

c)

-16w - 1

d)

-2w + 11

183.

Simplify this expression:

4.6x - 5.3x + 10.2y + 9 - 7.6

a)

0.7x + 10.2y +16.6

b)

-9.9x + (-10.2y) + 1.4

c)

-0.7x +10.2y 16.6

d)

-0.7x + 10.2y + 1.4

184.

¹/₂(8a - b +16)

a)

4a + ¹/₂b + 16

b)

8.5a + ¹/₂b + 16

c)

4a - ¹/₂b + 8

d)

4a + ¹/₂b - 8

185.

Use distributive property to expand this expression:

2w( - 4.5 - 2.7x)

a)

-9w - 2.7x

b)

2w - 4.5 - 2.7x

c)

-9w - 5.4x

d)

-9w - 5.4wx

186.

$-2\left(x+7\right)=$

a)

$-2x-14$

b)

$-2x+14$

c)

$2x-14$

d)

$2x+14$

187.

$-3\left(6y-1\right)=$

a)

$-18y_{ }+1$

b)

$-18y+3$

c)

$-18y-3$

d)

$18y+3$

188.

$-5\left(2-3y\right)=$

a)

$-10+15y$

b)

$-10-15y$

c)

$10-15y$

d)

$10+15y$

189.

$\left(2-5y\right)\left(-4\right)=$

a)

$20y-8$

b)

$20y+8$

c)

$-20y+8$

d)

$-20y-8$

190.

$9\left(y+1\right)-4\left(y-2\right)=$

a)

$5y+17$

b)

$5y-17$

c)

$5y+1$

d)

$5y-1$

191.

$3\left(2-q\right)-5\left(q+4\right)=$

a)

$-8q-14$

b)

$-8q+26$

c)

$-2q-14$

d)

$-2q+26$

192.

$2m-\left(m-1\right)=$

a)

$2m+1$

b)

$m+1$

c)

$m-1$

d)

$m-2$

193.

$6\left[2\left(2-y\right)-3y\right]=$

a)

$24-30y$

b)

$24-24y$

c)

$12-30y$

d)

$24-15y$

194.

Expand and simplify 4(x + 2) + 3(x + 5)

a)

7x + 23

b)

7x + 7

c)

7x + 15

d)

7x

195.

5(2h + 1) - 2(h + 2)

a)

8h + 1

b)

8h - 1

c)

8h + 3

d)

8h +9

196.

Expand and Simplify 2(x+2)-2(x+3)

a)

2

b)

4x+8

c)

-2

d)

4x-6

197.

Expand and Simplify $4\left(x+2\right)-3\left(x+1\right)$

a)

x+3

b)

7x+1

c)

x+5

d)

5x+11

198.

$6\left(x+5\right)-5\left(x+5\right)$ Expand and Simplify

(a)

199.

4(2t - 5)

a)

8t - 20

b)

8t - 5

c)

6t - 20

d)

8t + 20

200.

Expand -2(x-2)

a)

-2x+4

b)

2x-4

c)

-2x-4

d)

2x-2

201.

Expand and Simplify 4(3x+1)-(x+5)

a)

11x+1

b)

7x+13

c)

11x-1

d)

13x+1

202.

-12n - (-13n)

a)

-25n

b)

25n

c)

n

d)

-n

203.

Simplify the expression: 7+3(1 - 2x)

a)

21 - 6x

b)

10 - 2x

c)

10 - 20x

d)

10 - 6x

204.

Simplify 6(x + -2)

a)

6x + -2

b)

6x + -12

c)

4x

d)

6x - 2

205.

6w - 6w + 6w + 9w

a)

w

b)

15w

c)

9w

d)

6w

206.

$9\left(y+1\right)-4\left(y-2\right)=$

a)

$5y+17$

b)

$5y-17$

c)

$5y+1$

d)

$5y-1$

207.

$3\left(2-q\right)-5\left(q+4\right)=$

a)

$-8q-14$

b)

$-8q+26$

c)

$-2q-14$

d)

$-2q+26$

208.

$6\left[2\left(2-y\right)-3y\right]=$

a)

$24-30y$

b)

$24-24y$

c)

$12-30y$

d)

$24-15y$

209.

Expand and simplify 4(x + 2) + 3(x + 5)

a)

7x + 23

b)

7x + 7

c)

7x + 15

d)

7x

210.

Expand t(t + 3)

a)

t² + 3

b)

t² + 3t

c)

3t

d)

t3

211.

Which of the following is the correct expansion of:
a(a - 10)?

a)

a² - 10a

b)

2a - 10

c)

2a² - 10

d)

a - 10a²

212.

-2a(3+b)

a)

-6a-2ab

b)

-6a+2ab

213.

Expand and simplify:

3a (2a - 4a²b)

a)

6a² - 4a²b

b)

6a² - 12a³b

c)

3a2a - 12a²b

d)

6a - 4a²b

214.

Expand and simplify the following quadratic expression...

(x + 3)(x + 8)

a)

x² + 11x + 24

b)

x² + 11x + 11

c)

x² + 24x + 11

d)

x² + 24x + 24

215.

Expand and simplify the following quadratic expression...

(x - 3)(x + 8)

a)

x² + 5x - 24

b)

x² - 5x - 24

c)

x² + 5x + 24

d)

x² - 5x + 24

216.

(3x+2)(2x +3)

a)

6x²+ 6x + 6

b)

5x² + 11x + 6

c)

6x² + 13x + 6

d)

6x²+ 13x + 5

217.

5(2h + 1) - 2(h + 2)

a)

8h + 1

b)

8h - 1

c)

8h + 3

d)

8h +9

218.

3(4a + 5) - 4(2a -1)

a)

6a + 4

b)

4a +19

c)

20a + 11

d)

4a + 11

219.

Expand and Simplify 2(x+2)-2(x+3)

a)

2

b)

4x+8

c)

-2

d)

4x-6

220.

Expand and Simplify $4\left(x+2\right)-3\left(x+1\right)$

a)

x+3

b)

7x+1

c)

x+5

d)

5x+11

221.

$6\left(x+5\right)-5\left(x+5\right)$ Expand and Simplify

(a)

222.

Simplify: 4(x+3)+3(x-3)

a)

7x + 3

b)

7x + 21

c)

7x - 9

d)

7x - 12

223.

Which of the following is the correct expansion of:
3p(4p - 7q)?

a)

7p - 10pq

b)

12pq - 21q²

c)

9q

d)

12p² - 21pq

224.

$\left[\left(4\ x\ 5\right)\ \div\left(4\div2\right)\ x\ 2\right]\ +\ 10$

a)

30

b)

1

c)

15

d)

40

225.

5x + 8y - 3x - 15y

a)

2x - 7y

b)

8x + 23y

c)

8x - 23y

d)

2x + 7y

226.

6(3x + 5) + 2(x - 4)

a)

11x + 22

b)

20x + 22

c)

20x + 1

d)

18x + 26

227.

Expand and simplify 4(y - 3) + 2(3 +2y).

a)

8y - 6

b)

6y - 6

c)

8y -1

d)

4y -12 + 6 + 4y

228.

The length of a rectangle is (2w + 4). Its width is 5. Write a simplified expression for its area.

a)

5 (2w + 4)

b)

(2w + 4)+ (2w + 4)+(2w + 4)+ (2w + 4)+ (2w + 4)

c)

(2w + 4) + 5

d)

5 + (2w + 4)

229.

Which of the following is the correct expansion of:
3p(4p - 7q)?

a)

7p - 10pq

b)

12pq - 21q²

c)

9q

d)

12p² - 21pq

230.

$\left[2\ \times\left(8\ +\ 4\ -\ 8\right)^2\ \right]\ \ \div\ 2$

a)

18

b)

16

c)

22

d)

84

231.

$\left(6\ \div\ 3\right)\ \times\ 9\ +\ 7\ -\ 4\ +\ 8^2$

a)

125

b)

95

c)

105

d)

85

232.

If the expanded form is 2x2x2x3x3x5x7 what would the exponential form be?

a)

2x3x5x7

b)

2³x3²x5x7

c)

2²x3²x5x7

d)

8x9x35

233.

Find the prime factorization for 80

a)

4²⋅ 5

b)

2⁴⋅ 5

c)

2 ⋅ 2 ⋅ 2

d)

8 ⋅ 5 ⋅ 2

234.

What is the index form of 2646?

a)

$2\times3^3\times7^2$

b)

$2\times9\times49$

c)

$2^2\times3^2\times7^2$

d)

$The\ War\ of\ 1812$

235.

Write 600 as a product of its prime factors

a)

$2^3×3×5^2$

b)

$2^2\times3^2\times5$

c)

$2^3\times3\times5$

236.

Write 128 as a product of its prime factors

a)

$2^5\times3$

b)

$2^7$

c)

$2^6\times5$

237.

Write 128 as a product of its prime factors

a)

$2^5\times3$

b)

$2^7$

c)

$2^6\times5$

238.

Write 128 as a product of its prime factors

a)

$2^5\times3$

b)

$2^7$

c)

$2^6\times5$

239.

Write 128 as a product of its prime factors

a)

$2^5\times3$

b)

$2^7$

c)

$2^6\times5$

240.

Using a Factor Tree, find the prime factorization of 75.

a)

5² x 3

b)

5 x 5 x 3

c)

3² x 5

d)

15 x 5

241.

What number is the only even prime number?

a)

0

b)

2

c)

1

d)

3

242.

$-3\left(6y-1\right)=$

a)

$-18y_{ }+1$

b)

$-18y+3$

c)

$-18y-3$

d)

$18y+3$

243.

$-5\left(2-3y\right)=$

a)

$-10+15y$

b)

$-10-15y$

c)

$10-15y$

d)

$10+15y$

Home and office arithmetic

Total questions: 243

Worksheet time: 8hrs 54mins

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