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solve for f. \\(\\frac{f}{3} - -34 = 40\\) \\(f = \\square\\)

Question

solve for f.
\\(\frac{f}{3} - -34 = 40\\)
\\(f = \square\\)

Explanation:

Step1: Simplify the equation

Simplify \(\frac{f}{3}-(-34) = 40\) to \(\frac{f}{3}+ 34=40\) (since subtracting a negative is adding the positive).

Step2: Subtract 34 from both sides

Subtract 34 from each side: \(\frac{f}{3}+34 - 34=40 - 34\), which simplifies to \(\frac{f}{3}=6\).

Step3: Multiply both sides by 3

Multiply both sides by 3: \(\frac{f}{3}\times3 = 6\times3\), so \(f = 18\).

Answer:

\(18\)