1) log51/71/71/7 - log√526/√726/√726/√7 Using the properties of logarithms, we can simplify this expression:= log51/7∗√7/261/7 * √7/261/7∗√7/26 = log5√7/182√7/182√7/182
2) 8^log4(3)−1log4(3) - 1log4(3)−1 = 8^log4333 / 8= 4^log4333 = 3
1) log51/71/71/7 - log√526/√726/√726/√7 Using the properties of logarithms, we can simplify this expression:
= log51/7∗√7/261/7 * √7/261/7∗√7/26 = log5√7/182√7/182√7/182
2) 8^log4(3)−1log4(3) - 1log4(3)−1 = 8^log4333 / 8
= 4^log4333 = 3