Which is equivalent to log2(8x3)\log_2(8x^3)log2(8x3)?A8+3log2x8 + 3\log_2 x8+3log2xB3+log2x33 + \log_2 x^33+log2x3C3log2x3\log_2 x3log2xD3+3log2x3 + 3\log_2 x3+3log2xcheck_circleExplanationlog2(8x3)=log28+log2x3=3+3log2x\log_2(8x^3) = \log_2 8 + \log_2 x^3 = 3 + 3\log_2 xlog2(8x3)=log28+log2x3=3+3log2x.