Math / Numbers & Operations

QuestionSelect Multiple Answers
Level 3
Which problem could be solved by adding: $80 \div 20=\square$ ? Choose more than one answer.
Max has saved $\$ 20$ from cutting (A) lawns. He needs $\$ 80$ altogether to buy a new tablet. How much more money does he need?
Max earned $\$ 80$ from cutting lawns over the summer. He has also
B saved $\$ 20$ from his allowance. How much more money did he get from cutting lawns than from his allowance?
Max paid for a new tablet using $\$ 20$ that he earned from doing chores (C) and $\$ 80$ that he got from his grandparents. How much was the tablet?
Max saved $\$ 20$ by the end of June.
D Then he earned $\$ 80$ from cutting lawns over the summer. How much money does he have now? MacBook Pro

Studdy Solution

STEP 1

1. We are given the division equation $80 \div 20 = \square$ .
2. We need to identify which problems can be solved by this division operation.
3. The division operation implies finding how many times $20$ fits into $80$ .

STEP 2

1. Analyze each problem statement.
2. Determine if the problem can be solved by the given division operation.
3. Identify all applicable problems.

STEP 3

Analyze problem (A): Max has saved $\$ 20$ and needs $\$ 80$ altogether to buy a new tablet. The question asks how much more money he needs.
- This problem involves subtraction: $80 - 20$ . - It does not involve division to find how many times $20$ fits into $80$ .

STEP 4

Analyze problem (B): Max earned $\$ 80$ from cutting lawns and saved $\$ 20$ from his allowance. The question asks how much more money he got from cutting lawns than from his allowance.
- This problem involves subtraction: $80 - 20$ . - It does not involve division to find how many times $20$ fits into $80$ .

STEP 5

Analyze problem (C): Max paid for a tablet using $\$ 20$ from chores and $\$ 80$ from his grandparents. The question asks how much the tablet cost.
- This problem involves addition: $20 + 80$ . - It does not involve division to find how many times $20$ fits into $80$ .

STEP 6

Analyze problem (D): Max saved $\$ 20$ by the end of June and earned $\$ 80$ from cutting lawns. The question asks how much money he has now.
- This problem involves addition: $20 + 80$ . - It does not involve division to find how many times $20$ fits into $80$ .

STEP 7

Determine if any problems can be solved by $80 \div 20$ .
- None of the problems involve dividing $80$ by $20$ to find how many times $20$ fits into $80$ .
No problems can be solved using the division $80 \div 20 = \square$ .

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Studdy Solution

STEP 1

1. We are given the division equation $80 \div 20 = \square$ .
2. We need to identify which problems can be solved by this division operation.
3. The division operation implies finding how many times $20$ fits into $80$ .

STEP 2

1. Analyze each problem statement.
2. Determine if the problem can be solved by the given division operation.
3. Identify all applicable problems.

STEP 3

Analyze problem (A): Max has saved $\$ 20$ and needs $\$ 80$ altogether to buy a new tablet. The question asks how much more money he needs.
- This problem involves subtraction: $80 - 20$ . - It does not involve division to find how many times $20$ fits into $80$ .

STEP 4

STEP 5

Analyze problem (C): Max paid for a tablet using $\$ 20$ from chores and $\$ 80$ from his grandparents. The question asks how much the tablet cost.
- This problem involves addition: $20 + 80$ . - It does not involve division to find how many times $20$ fits into $80$ .

STEP 6

Analyze problem (D): Max saved $\$ 20$ by the end of June and earned $\$ 80$ from cutting lawns. The question asks how much money he has now.
- This problem involves addition: $20 + 80$ . - It does not involve division to find how many times $20$ fits into $80$ .

STEP 7

Determine if any problems can be solved by $80 \div 20$ .
- None of the problems involve dividing $80$ by $20$ to find how many times $20$ fits into $80$ .
No problems can be solved using the division $80 \div 20 = \square$ .

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Studdy Solution

STEP 1

1. We are given the division equation 80÷20=□80 \div 20 = \square80÷20=□.2. We need to identify which problems can be solved by this division operation.3. The division operation implies finding how many times 202020 fits into 808080.

STEP 2

1. Analyze each problem statement.2. Determine if the problem can be solved by the given division operation.3. Identify all applicable problems.

STEP 3

Analyze problem (A): Max has saved $20\$ 20$20 and needs $80\$ 80$80 altogether to buy a new tablet. The question asks how much more money he needs.- This problem involves subtraction: 80−2080 - 2080−20. - It does not involve division to find how many times 202020 fits into 808080.

STEP 4

STEP 5

Analyze problem (C): Max paid for a tablet using $20\$ 20$20 from chores and $80\$ 80$80 from his grandparents. The question asks how much the tablet cost.- This problem involves addition: 20+8020 + 8020+80. - It does not involve division to find how many times 202020 fits into 808080.

STEP 6

Analyze problem (D): Max saved $20\$ 20$20 by the end of June and earned $80\$ 80$80 from cutting lawns. The question asks how much money he has now.- This problem involves addition: 20+8020 + 8020+80. - It does not involve division to find how many times 202020 fits into 808080.

STEP 7

Determine if any problems can be solved by 80÷2080 \div 2080÷20.- None of the problems involve dividing 808080 by 202020 to find how many times 202020 fits into 808080. No problems can be solved using the division 80÷20=□80 \div 20 = \square80÷20=□.

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Studdy solves anything!

Start learning now

Download Studdy AI Tutor now. Learn with ease and get all help you need to be successful at school.

1. We are given the division equation $80 \div 20 = \square$ .
2. We need to identify which problems can be solved by this division operation.
3. The division operation implies finding how many times $20$ fits into $80$ .

1. Analyze each problem statement.
2. Determine if the problem can be solved by the given division operation.
3. Identify all applicable problems.

Analyze problem (A): Max has saved $\$ 20$ and needs $\$ 80$ altogether to buy a new tablet. The question asks how much more money he needs.
- This problem involves subtraction: $80 - 20$ . - It does not involve division to find how many times $20$ fits into $80$ .

Analyze problem (C): Max paid for a tablet using $\$ 20$ from chores and $\$ 80$ from his grandparents. The question asks how much the tablet cost.
- This problem involves addition: $20 + 80$ . - It does not involve division to find how many times $20$ fits into $80$ .

Analyze problem (D): Max saved $\$ 20$ by the end of June and earned $\$ 80$ from cutting lawns. The question asks how much money he has now.
- This problem involves addition: $20 + 80$ . - It does not involve division to find how many times $20$ fits into $80$ .

Determine if any problems can be solved by $80 \div 20$ .
- None of the problems involve dividing $80$ by $20$ to find how many times $20$ fits into $80$ .
No problems can be solved using the division $80 \div 20 = \square$ .