Frank swims laps during swim practice. His coach tells him to swim a certain number of meters (total) each week. Here's a formula for this scenario:n=t/p

t= total number of meters
p= length of a lap (in meters)
n= number of laps frank swims

Rewrite the formula to determine the length of a lap

Answers

Answer 1

Answer: n = t/p

t = total number of meters
p = length of a lap (in meters)
n = number of laps frank swims

Determine the length of a lap, p.

n = t/p

1) remove p as a denominator by multiplying both side w/ p.
p*n = p(t/p)
pn = t

2) remove n by dividing both sides with n.
pn / n = t/n

*numerator n and denominator n cancels each other out.

p = t/n

Answer 2

Answer:

Answer:

$p=(t)/(n)$

Step-by-step explanation:

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Two sides of an obtuse triangle measure 10 inches and 15 inches. The length of longest side is unknown. What is the smallest possible whole-number length of the unknown side?

Answers

Answer – 19 inches
The smallest possible whole-number length of the longest side of an obtuse triangle is the next integer greater than the Pythagorean distance of the other two sides.
Given,
A = 10
B = 15
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The smallest possible whole-number length of the longest side is 19 inches

Can anyone help? plz?

Answers

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Going down in order:

0.04

0.2

Answer:

0.04

0.2

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Answer:

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when will this ever be useful in life ever

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