Factor out the coefficient of the variable term.
$6 n - 24$

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Solution

Step 1: We have given expression $6 n - 24$
We will now find the factors of $(6 n), (24)$
$6 n = 6 \times n 24 = 6 \times 4$
Using the distributive property to factor out $6$
$6 n - 24 = 6 (n) - 6 (4) {R e w r i t e t h e t e r m s} = 6 (n - 4) {D i s t r i b u t i v e p r o p e r t y}$
Final Answer: $6 (n - 4)$

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