Solve for the indicated variable. s = p + g/h for g.

g = h(s-p)

Step-by-step explanation:

find the variable of interest — It is in the numerator of one of two terms on the right side of the equationsubtract every term on that side not containing the variable — subtract p to get s-p = g/hmultiply by the inverse of the coefficient of the variable of interest — the coefficient is 1/h, so we multiply by h to get ... h(s-p) = grearrange to the desired form. Here, it is probably OK to leave the parentheses and to simply put g on the left

g = h(s -p)

(s-p)*h =g

Step-by-step explanation:

s = p + g/h

Subtract p from each side

s-p = p=p + g/h

s-p = g/h

Multiply by h

(s-p) *h =g/h *h

(s-p)*h =g

32600000

Step-by-step explanation:

= 3.26 × 107

(scientific notation)

= 3.26e7

(scientific e notation)

= 32.6 × 106

(engineering notation)

(million; prefix mega- (M))

= 32600000

(real number)