Question
Fill in the blanks!
Choose the appropriate operation.
Distance = _ x Time
The appropriate operation for this problem will be _.
Solve the problem.
Distance = 65 mph (_h)
65 x 4.5 = 325 2600 = _
The answer is 292.5 _.
- _ to check the solution.
Round 65 to 70 and round 4.5 to 5.
70 x 5 = _
This is close to the answer of 292.5.
Choose the appropriate operation.
Distance = _ x Time
The appropriate operation for this problem will be _.
Solve the problem.
Distance = 65 mph (_h)
65 x 4.5 = 325 2600 = _
The answer is 292.5 _.
- _ to check the solution.
Round 65 to 70 and round 4.5 to 5.
70 x 5 = _
This is close to the answer of 292.5.
Answers
GPT-4o mini
Let's fill in the blanks step by step!
1. Distance = **Speed** x Time
- The appropriate operation for this problem will be **multiplication**.
2. Solve the problem:
Distance = 65 mph ( **h** )
So, we have:
\( 65 \times 4.5 = 292.5 \)
(It seems there was a mistake in your original message, as you wrote "325" but that is incorrect. The calculation should be directly calculated:
\( 65 \times 4.5 = 292.5 \), not 2600.)
3. The answer is 292.5 **miles**.
4. To check the solution:
Round 65 to 70 and round 4.5 to 5.
Therefore,
\( 70 \times 5 = 350 \)
This rough estimate is higher than the actual answer of 292.5 miles.
So, filling in the blanks completely:
- Distance = **Speed** x Time
- The appropriate operation for this problem will be **multiplication**.
- Distance = 65 mph ( **h** )
- 65 x 4.5 = **292.5**
- The answer is 292.5 **miles**.
- **Round** to check the solution.
- 70 x 5 = **350**.
Is there anything else you would like to know?
1. Distance = **Speed** x Time
- The appropriate operation for this problem will be **multiplication**.
2. Solve the problem:
Distance = 65 mph ( **h** )
So, we have:
\( 65 \times 4.5 = 292.5 \)
(It seems there was a mistake in your original message, as you wrote "325" but that is incorrect. The calculation should be directly calculated:
\( 65 \times 4.5 = 292.5 \), not 2600.)
3. The answer is 292.5 **miles**.
4. To check the solution:
Round 65 to 70 and round 4.5 to 5.
Therefore,
\( 70 \times 5 = 350 \)
This rough estimate is higher than the actual answer of 292.5 miles.
So, filling in the blanks completely:
- Distance = **Speed** x Time
- The appropriate operation for this problem will be **multiplication**.
- Distance = 65 mph ( **h** )
- 65 x 4.5 = **292.5**
- The answer is 292.5 **miles**.
- **Round** to check the solution.
- 70 x 5 = **350**.
Is there anything else you would like to know?
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