Verified Answer :

ekal

\(\frac{3 (2x + 14)}{w - y}\)
\(w = 8, x = 5, y = 1\)

You have to first substitute every variable into its spot in the equation.

\(\frac{3 (2x + 14)}{w-y}\)
\(\frac{3 (2*5 + 14)}{8 - 1}\)

Then solve.

\(\frac{3 (28)}{7} = \frac{84}{7} = 12\) 

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