Question
The table shows the race time for Jon, who competed in three different youth triathlons.
A 4-column table with 4 rows titled Jon's Youth triathlon results. Column 1 is labeled Month with entries May, June, August. Column 2 is labeled Swim times (minutes) with entries 10.06, 9.5, 8.25. Column 3 is labeled Bike times (minutes) With entries 15.05, 13.0, 12.75. Column 4 is labeled Run times (minutes) with entries 24.25, 23.7, 22.01.
What is Jon’s total time for the June triathlon?
9 . 5
1 3 . 0
+ 2 3 . 7
Jon’s total time is
minutes.
A 4-column table with 4 rows titled Jon's Youth triathlon results. Column 1 is labeled Month with entries May, June, August. Column 2 is labeled Swim times (minutes) with entries 10.06, 9.5, 8.25. Column 3 is labeled Bike times (minutes) With entries 15.05, 13.0, 12.75. Column 4 is labeled Run times (minutes) with entries 24.25, 23.7, 22.01.
What is Jon’s total time for the June triathlon?
9 . 5
1 3 . 0
+ 2 3 . 7
Jon’s total time is
minutes.
Answers
GPT-4o mini
To calculate Jon's total time for the June triathlon, we will sum his swim, bike, and run times for that month.
Swim time for June: 9.5 minutes
Bike time for June: 13.0 minutes
Run time for June: 23.7 minutes
Now, we add them together:
\[
9.5 + 13.0 + 23.7
\]
First, add the swim and bike times:
\[
9.5 + 13.0 = 22.5 \text{ minutes}
\]
Now, add the run time:
\[
22.5 + 23.7 = 46.2 \text{ minutes}
\]
Thus, Jon’s total time for the June triathlon is **46.2 minutes**.
Swim time for June: 9.5 minutes
Bike time for June: 13.0 minutes
Run time for June: 23.7 minutes
Now, we add them together:
\[
9.5 + 13.0 + 23.7
\]
First, add the swim and bike times:
\[
9.5 + 13.0 = 22.5 \text{ minutes}
\]
Now, add the run time:
\[
22.5 + 23.7 = 46.2 \text{ minutes}
\]
Thus, Jon’s total time for the June triathlon is **46.2 minutes**.