SOLUTION: solve each literal equation for the indicated variable. Then substitute the values of the other variables into the derived expression and simplify.
Solve S = c(h + r)for h. Then
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-> SOLUTION: solve each literal equation for the indicated variable. Then substitute the values of the other variables into the derived expression and simplify.
Solve S = c(h + r)for h. Then
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Question 991011: solve each literal equation for the indicated variable. Then substitute the values of the other variables into the derived expression and simplify.
Solve S = c(h + r)for h. Then evaluate the resulting expression to find h when S = 72(pie)in.(squared), c = 6(pie)inches, and r = 3 inches? Answer by ankor@dixie-net.com(22740) (Show Source):
You can put this solution on YOUR website! Solve S = c(h + r)for h.
divide both sides by c and write it as:
h + r =
Subtract r from both sides
h = - r
"
evaluate the resulting expression to find h when S = 72(pie)in.(squared), c = 6(pie)inches, and r = 3 inches
:
h = - 3
Cancels to
h = 12 - 3
h = 9 inches
