Respuesta :
Answer:
[tex]195\ jumping\ jacks[/tex]
Step-by-step explanation:
Let
x------> the time in minutes
j(x)----> the number of the jumping jacks
we have
[tex]j(x)=39x[/tex]
This is a linear direct variation
The slope is equal to [tex]m=39\frac{jumping\ jacks}{minute}[/tex]
To find how many jumping jacks can you do in [tex]5[/tex] minutes
Substitute the value of [tex]x=5\ min[/tex] in the function j(x)
so
[tex]j(5)=39(5)=195\ jumping\ jacks[/tex]