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Which value of j makes (5+3)j=48 a true statement? Choose 1 answer: (A) j=3 (B) j=4 (c) j=5 (D) j=6

Which value of j j makes (5+3)j=48 (5+3) j=48 a true statement?\newlineChoose 11 answer:\newline(A) j=3 j=3 \newline(B) j=4 j=4 \newline(C) j=5 j=5 \newline(D) j=6 j=6

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Q. Which value of j j makes (5+3)j=48 (5+3) j=48 a true statement?\newlineChoose 11 answer:\newline(A) j=3 j=3 \newline(B) j=4 j=4 \newline(C) j=5 j=5 \newline(D) j=6 j=6
  1. Simplify expression inside parentheses: First, simplify the expression inside the parentheses.\newline(5+3)j=48(5+3)j = 48\newline8j=488j = 48
  2. Divide both sides of the equation: Next, divide both sides of the equation by 88 to solve for jj. \newline8j8=488\frac{8j}{8} = \frac{48}{8}\newlinej=6j = 6
  3. Check the solution: Check the solution by substituting jj back into the original equation to ensure it makes a true statement.\newline(5+3)j=48(5+3)j = 48\newline(5+3)(6)=48(5+3)(6) = 48\newline8×6=488 \times 6 = 48\newline48=4848 = 48

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