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How can I solve −3(x+1)-3(x+1) divided by −2-2

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Full solution

Q. How can I solve −3(x+1)-3(x+1) divided by −2-2
  1. Distribute and Simplify: First, we need to distribute the −3-3 across the terms inside the parentheses.−3(x+1)/−2-3(x+1) / -2 becomes (−3×x+−3×1)/−2(-3\times x + -3\times 1) / -2.
  2. Perform Multiplication: Now, perform the multiplication. (−3x+−3⋅1)/−2(-3x + -3 \cdot 1) / -2 becomes (−3x−3)/−2(-3x - 3) / -2.
  3. Divide by Denominator: Next, we will divide each term in the numerator by the denominator −2-2.(−3x−3)/−2(-3x - 3) / -2 becomes (−3x/−2)−(3/−2)(-3x / -2) - (3 / -2).
  4. Simplify Terms: Now, simplify each term.\newline(−3x/−2)−(3/−2)(-3x / -2) - (3 / -2) becomes (3x/2)+(3/2)(3x/2) + (3/2).

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