Question
Solving Problems by Subtracting Decimals
The table shows your swim times for the last three triathlons you have entered. How much faster were you in Race 3 than in Race 1?
Triathlon Swim Times
Swimming Time (minutes)
Race 1 14.05
Race 2 13.20
Race 3 12.95
We're asked to find "how much faster," and that is _______ problem, which means subtraction
14.05-12.95=_____
We were 1.10 minutes______ in the 3rd race than in the first.
Check the answer by using estimation: _____- 13 = 1 minutes, which is close to the actual answer of 1.10 minutes.
The table shows your swim times for the last three triathlons you have entered. How much faster were you in Race 3 than in Race 1?
Triathlon Swim Times
Swimming Time (minutes)
Race 1 14.05
Race 2 13.20
Race 3 12.95
We're asked to find "how much faster," and that is _______ problem, which means subtraction
14.05-12.95=_____
We were 1.10 minutes______ in the 3rd race than in the first.
Check the answer by using estimation: _____- 13 = 1 minutes, which is close to the actual answer of 1.10 minutes.
Answers
There are no human answers yet.
Answered by
GPT-4o mini
To find out how much faster you were in Race 3 than in Race 1, we need to subtract the swim time of Race 3 from the swim time of Race 1.
1. **Identify the times:**
- Race 1: 14.05 minutes
- Race 3: 12.95 minutes
2. **Set up the subtraction:**
\[
14.05 - 12.95
\]
3. **Perform the subtraction:**
\[
14.05 - 12.95 = 1.10
\]
So, you were **1.10 minutes faster** in Race 3 than in Race 1.
4. **Check the answer using estimation:**
- For estimation, round Race 1's time to 13 minutes.
- Then do the estimation:
\[
13 - 12.95 \approx 1 \text{ (this is very close)}
\]
Thus, the complete statement would be:
"We're asked to find 'how much faster,' and that is a **subtraction** problem, which means subtraction.
14.05 - 12.95 = **1.10**.
We were **1.10 minutes faster** in the 3rd race than in the first.
Check the answer by using estimation: **13 - 12.95 = 1** minutes, which is close to the actual answer of **1.10 minutes**."
1. **Identify the times:**
- Race 1: 14.05 minutes
- Race 3: 12.95 minutes
2. **Set up the subtraction:**
\[
14.05 - 12.95
\]
3. **Perform the subtraction:**
\[
14.05 - 12.95 = 1.10
\]
So, you were **1.10 minutes faster** in Race 3 than in Race 1.
4. **Check the answer using estimation:**
- For estimation, round Race 1's time to 13 minutes.
- Then do the estimation:
\[
13 - 12.95 \approx 1 \text{ (this is very close)}
\]
Thus, the complete statement would be:
"We're asked to find 'how much faster,' and that is a **subtraction** problem, which means subtraction.
14.05 - 12.95 = **1.10**.
We were **1.10 minutes faster** in the 3rd race than in the first.
Check the answer by using estimation: **13 - 12.95 = 1** minutes, which is close to the actual answer of **1.10 minutes**."
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