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Simplify to create an equivalent expression. 19-6(-k+4) Choose 1 answer: (A) 6k-5 (B) -6k-5 (C) 6k+9 (D) 6k+5

Simplify to create an equivalent expression.\newline19−6(−k+4)19-6(-k+4)\newlineChoose 11 answer:\newline(A) 6k−56k-5\newline(B) −6k−5-6k-5\newline(C) 6k+96k+9\newline(D) 6k+56k+5

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Q. Simplify to create an equivalent expression.\newline19−6(−k+4)19-6(-k+4)\newlineChoose 11 answer:\newline(A) 6k−56k-5\newline(B) −6k−5-6k-5\newline(C) 6k+96k+9\newline(D) 6k+56k+5
  1. Distribute −6-6: First, distribute the −6-6 to both terms inside the parentheses.\newline−6×(−k)+−6×4-6 \times (-k) + -6 \times 4
  2. Combine terms: The distribution gives us 6k−246k - 24.
  3. Add like terms: Now, combine the like terms by adding 1919 and −24-24.19−24=−519 - 24 = -5
  4. Final expression: The final expression after combining like terms is 6k−56k - 5.

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