K=3gy/5f solve for g
I have a hunch you meant:
K=3gy/(5f)
based on that hunch ....
5fk = 3gy
g = 5fk/(3y)
those brackets are critical.
How did you do it?
To handle this type of equation you should be familiar with the steps to solve basic equations.
K=3gy/(5f)
multiply both sides by 5f
5f*K=3gy/(5f)*5f
5fk = 3gy
divide both sides by 3y
5fk/(3y) = 3gy/(3y)
5fk/(3y) = g
as shown above
To solve for g in the equation K = (3gy) / (5f), we can start by isolating g on one side of the equation.
Step 1: Multiply both sides of the equation by the denominator (5f):
K * (5f) = (3gy)
Step 2: Divide both sides of the equation by 3y to isolate g:
(K * 5f) / (3y) = g
So, the solution for g is g = (K * 5f) / (3y).
Note: Make sure to double-check if there are any restrictions on the variables involved in the equation.