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If 3r=183r=18, what is the value of 6r+36r+3?\newlineA) 66\newlineB) 2727\newlineC) 3636\newlineD) 3939

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Q. If 3r=183r=18, what is the value of 6r+36r+3?\newlineA) 66\newlineB) 2727\newlineC) 3636\newlineD) 3939
  1. Isolate rr: Given the equation 3r=183r = 18, we need to find the value of rr.\newlineDivide both sides of the equation by 33 to isolate rr.\newliner=183r = \frac{18}{3}\newliner=6r = 6
  2. Find rr: Now that we have the value of rr, we can find the value of 6r+36r + 3. Substitute r=6r = 6 into the expression 6r+36r + 3. 6r+3=6(6)+36r + 3 = 6(6) + 3 6r+3=36+36r + 3 = 36 + 3 6r+3=396r + 3 = 39

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