Using numerical analysis and the Power Rule of Logarithms, logx^k=klogx , how can log(1/100) be rewritten?(1 point) Responses 10log−2 10 logarithm negative 2 −2log10 negative 2 logarithm 10 log−20 logarithm negative 20 2log−10

log(1/100) can be rewritten as -2log(10), since log(1/100) is equivalent to log(10^-2) which equals -2log(10) using the Power Rule of Logarithms.