240,113 views
43 votes
43 votes
It’s a literal equation and we are solving/isolating H.

H=

PLEASE HELP

It’s a literal equation and we are solving/isolating H. H= PLEASE HELP-example-1
User Achim
by
2.9k points

1 Answer

24 votes
24 votes

Answer:

h =
(3v)/(s^(2) )

Explanation:

v =
(1)/(3)
s^(2)h You want to isolate the h, so we will do the inverse of dividing by 3, which is multiplying by 3. We will also do the inverse of multiplying by
s^(2) which is dividing by
s^(2). We will do this to both sides of the equation. This will cause the
(1)/(3) and the
s^(2) to cancel out on the right side.


(v)/(1) x (
(3)/(s)^(2) ) =
(1s^(2)h )/(3) x
(3)/(s^(2) ) I put everything as a fraction so it is easier to see what is in the numerator and the denominator.

When when cross cancel and multiply everything out we have:


(3v)/(s^(2) ) = h

User JTaub
by
2.8k points