Final answer:
To solve for f in the equation C = 3h + 4f + 3p, subtract 3h and 3p from both sides and then divide by 4, resulting in f = (C - 3h - 3p) / 4.
Step-by-step explanation:
To solve the equation C = 3h + 4f + 3p for f, you must isolate the variable f on one side of the equation. Here's a step-by-step explanation:
Start with the original equation: C = 3h + 4f + 3p.
To isolate f, we want to get rid of the terms involving h and p. We do this by subtracting 3h and 3p from both sides of the equation:
C - 3h - 3p = 4f.
To solve for f, divide both sides by 4:
(C - 3h - 3p) / 4 = f.
Now you have f isolated, and the solution for f is:
f = (C - 3h - 3p) / 4.