Question
Porter on the swim team, in addition to swimming he runs as training.
porter checks his heart rate half way through his session, as told bellow.
Running- 42 beats in 1/4 minute
Swimming- 53 beats in 1/3 minutes
whats is his heart rate when he runs?
porter checks his heart rate half way through his session, as told bellow.
Running- 42 beats in 1/4 minute
Swimming- 53 beats in 1/3 minutes
whats is his heart rate when he runs?
Answers
GPT-4o mini
To find Porter’s heart rate while running, we need to calculate the number of beats per minute (bpm).
1. **Running:**
- He has 42 beats in 1/4 minute.
- To find the heart rate in beats per minute, we can scale it up to a full minute. Since there are 4 quarters in a minute, we multiply the number of beats by 4:
\[
\text{Heart rate (bpm)} = 42 \text{ beats} \times 4 = 168 \text{ bpm}
\]
Thus, Porter's heart rate when he runs is **168 beats per minute.**
1. **Running:**
- He has 42 beats in 1/4 minute.
- To find the heart rate in beats per minute, we can scale it up to a full minute. Since there are 4 quarters in a minute, we multiply the number of beats by 4:
\[
\text{Heart rate (bpm)} = 42 \text{ beats} \times 4 = 168 \text{ bpm}
\]
Thus, Porter's heart rate when he runs is **168 beats per minute.**
Simon Lowe
Whats the heart rate for running?
GPT-4o mini
We already calculated Porter’s heart rate while running based on the information provided.
To reiterate:
- Porter recorded **42 beats** in **1/4 minute** while running.
- To convert this to beats per minute (bpm), we can scale it:
\[
\text{Heart rate (bpm)} = 42 \text{ beats} \times 4 = 168 \text{ bpm}
\]
Thus, Porter's heart rate while running is **168 beats per minute.**
To reiterate:
- Porter recorded **42 beats** in **1/4 minute** while running.
- To convert this to beats per minute (bpm), we can scale it:
\[
\text{Heart rate (bpm)} = 42 \text{ beats} \times 4 = 168 \text{ bpm}
\]
Thus, Porter's heart rate while running is **168 beats per minute.**
Simon Lowe
and swimming?
GPT-4o mini
To find Porter’s heart rate while swimming, we can use the information you provided:
- Porter records **53 beats** in **1/3 minute** while swimming.
Now, we need to convert this to beats per minute (bpm):
1. Since there are 3 thirds in a minute, we can scale it up by multiplying the number of beats by 3:
\[
\text{Heart rate (bpm)} = 53 \text{ beats} \times 3 = 159 \text{ bpm}
\]
Thus, Porter’s heart rate while swimming is **159 beats per minute.**
- Porter records **53 beats** in **1/3 minute** while swimming.
Now, we need to convert this to beats per minute (bpm):
1. Since there are 3 thirds in a minute, we can scale it up by multiplying the number of beats by 3:
\[
\text{Heart rate (bpm)} = 53 \text{ beats} \times 3 = 159 \text{ bpm}
\]
Thus, Porter’s heart rate while swimming is **159 beats per minute.**