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Simplify to create an equivalent expression.

19-6(-k-2)
Choose 1 answer:
(A) 
-6k+31
(B) 
25 k+7
(c) 
6k+31
(D) 
25 k+31

Simplify to create an equivalent expression.\newline196(k2)19-6(-k-2)\newlineChoose 11 answer:\newline(A) 6k+31-6k+31\newline(B) 25k+725k+7\newline(C) 6k+316k+31\newline(D) 25k+3125k+31

Full solution

Q. Simplify to create an equivalent expression.\newline196(k2)19-6(-k-2)\newlineChoose 11 answer:\newline(A) 6k+31-6k+31\newline(B) 25k+725k+7\newline(C) 6k+316k+31\newline(D) 25k+3125k+31
  1. Distribute 6 -6 across terms: First, we need to distribute 6 -6 across the terms inside the parentheses.6×k=6k-6 \times -k = 6k6×2=12-6 \times -2 = 12
  2. Combine distributed terms with constant: Now, we combine the distributed terms with the constant term outside the parentheses. 19+6k+1219 + 6k + 12
  3. Combine like terms: Next, we combine the like terms, which are the constant terms 1919 and 1212.\newline19+12=3119 + 12 = 31
  4. Write simplified expression: Finally, we write down the simplified expression with the combined constant term and the variable term. 6k+316k + 31

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