Worksheet: Dividing Integers

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In this worksheet, we will practice dividing one- or two-digit integers and applying this to real-life situations.

Q1:

Complete:

Q2:

Calculate βˆ’ 2 2 Γ· ( βˆ’ 1 1 ) .

Q3:

Is the equation true or false if 𝑑 = 6 ?

  • Afalse
  • Btrue

Q4:

What number is n in the equation 2 0 Γ· 2 = 𝑛 ?

  • A18
  • B5
  • C15
  • D10

Q5:

Which of the following choices is equal to 1 8 Γ· 3 ?

  • A 1 8 Γ· 5
  • B 3 0 Γ· 6
  • C 1 8 Γ· 6
  • D 3 0 Γ· 5

Q6:

Complete the following: Γ· 8 = 4 .

Q7:

Which of the following has a quotient of βˆ’ 8 ?

  • A 8 0 Γ· 1 0
  • B 8 0 Γ· 8
  • C βˆ’ 8 0 Γ· 8
  • D βˆ’ 8 0 Γ· 1 0
  • E βˆ’ 8 0 Γ· ( βˆ’ 8 )

Q8:

6 3 Γ· ( βˆ’ 9 ) = .

  • A54
  • B7
  • C72
  • D βˆ’ 7
  • E βˆ’ 5 4

Q9:

1 2 Γ· ( βˆ’ 6 ) = .

  • A6
  • B2
  • C βˆ’ 6
  • D βˆ’ 2
  • E18

Q10:

On a winter day, the outside temperature was βˆ’ 2 4 ∘ F and was rising by 6 degrees an hour. Determine the time it took for the temperature to reach 0 ∘ F .

Q11:

Calculate βˆ’ 6 βˆ’ 1 2 3 .

Q12:

Evaluate βˆ’ 2 3 ( βˆ’ 1 0 ) 5 .

Q13:

Find the value of βˆ’ 3 6 Γ· ( βˆ’ 9 ) .

Q14:

Complete: Γ· βˆ’ 3 = βˆ’ 6 .

Q15:

Find the value of βˆ’ 6 3 9 .

Q16:

The length of an island is changing at the rate of βˆ’ 1 0 inches per year. How long will it take for the change in the length of the island to be βˆ’ 4 4 0 inches?

Q17:

On a certain day, the rate of change of biscuits in a jar was -3 per hour. How long did it take the number of biscuits to reduce by 33?

Q18:

Select the situation whose answer could be the quotient of .

  • AThe number of candies Adel will have if he buys 14 and then finds another 2.
  • BThe average change in temperature if the temperature drops every hour for two hours.
  • CMaged’s average mark if he got 14 marks over 2 quizzes.
  • DFady’s average score over two games if he lost 14 points altogether.
  • EThe amount of money Adel has left if he had $14 and gave his friend $2.

Q19:

Karim's sister lent him $350 in equal amounts over 7 weeks.

Write an expression to show how his sister’s bank balance changed each week.

  • A βˆ’ 7 3 5 0
  • B 3 5 0 7
  • C 7 3 5 0
  • D βˆ’ 3 5 0 7
  • E βˆ’ 3 5 0 1 2

Evaluate the expression to find an integer representing the weekly change in her bank balance.

Q20:

A class has made a time capsule and wants to bury it at a depth of 9 feet below the ground. If the students can dig 3 feet down every hour, write an expression that represents the number of hours it would take for them to bury the time capsule.

  • A βˆ’ ο€Ό βˆ’ 9 βˆ’ 3 
  • B βˆ’ 9 3
  • C 9 βˆ’ 3
  • D βˆ’ 9 βˆ’ 3
  • E βˆ’ 9 3

Q21:

Calculate the following: ( βˆ’ 3 + ( βˆ’ 3 ) ) Γ— ( βˆ’ 9 + 2 ) βˆ’ 6 .

Q22:

Calculate ( 6 0 Γ· 5 ) Γ— ( βˆ’ 8 ) βˆ’ 8 .

Q23:

Choose the expression that does not belong with the other three.

  • A 6 5 Γ· 5
  • B βˆ’ 1 8 Γ· ( βˆ’ 2 )
  • C βˆ’ 3 0 Γ· ( βˆ’ 2 )
  • D βˆ’ 2 0 Γ· 5

Q24:

The table shows a group of friends’ answers to a question.

Name Yara Maged Farida Amir
Result

Only one person got the answer wrong. Who was it?

  • AMaged
  • BAmir
  • CYara
  • DFarida

Q25:

Write the sign of the expression βˆ’ 𝐴 βˆ’ 𝐡 if 𝐴 > 0 and 𝐡 > 0 .

  • Apositive
  • Bnegative

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