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If 3(T-R)=10, which of the following correctly expresses T in terms of R ? Choose 1 answer: (A) T=(R+3)/(10) (B) T=(R+10)/(3) (C) T=R+(3)/(10) (D) T=R+(10)/(3)

If 3(T−R)=10 3(T-R)=10 , which of the following correctly expresses T T in terms of R R ?\newlineChoose 11 answer:\newline(A) T=R+310 T=\frac{R+3}{10} \newline(B) T=R+103 T=\frac{R+10}{3} \newline(C) T=R+310 T=R+\frac{3}{10} \newline(D) T=R+103 T=R+\frac{10}{3}

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Full solution

Q. If 3(T−R)=10 3(T-R)=10 , which of the following correctly expresses T T in terms of R R ?\newlineChoose 11 answer:\newline(A) T=R+310 T=\frac{R+3}{10} \newline(B) T=R+103 T=\frac{R+10}{3} \newline(C) T=R+310 T=R+\frac{3}{10} \newline(D) T=R+103 T=R+\frac{10}{3}
  1. Start Equation: Start with the given equation.\newline3(T−R)=103(T - R) = 10
  2. Divide by 33: Divide both sides of the equation by 33 to solve for T.\newline(T−R)=103(T - R) = \frac{10}{3}
  3. Add RR to Isolate: Add RR to both sides of the equation to isolate TT.T=R+(103)T = R + \left(\frac{10}{3}\right)

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