Rewrite the following logarithms in expanded form by applying the properties of logarithms. a. log(xy) = ____
b. log(x/y) = ____
c. log(x^y) = ____
Rewrite the following logarithms in expanded form by applying the properties of logarithms. a. log((x^7z^3)/(√y)) = ____
b. log(√x / (y^3 z^7)) = ____
c. log (√(x^3 / (y^7z^3))) = ____
Condense the following expressions into a single logarithm by applying the properties of logarithms. • Make sure your final answer is written as a single logarithm. a. 2 log(x) - 9 log(y) +6log(z) = ____ b. -2log(z) + 9 log(x) - 6log(y) = _____
Condense the following expressions into a single logarithm by applying the properties of logarithms. • You are only allowed to use integer exponents. • Use sqrt(...) to deal with fractional exponents. • Make sure your final answer is written as a single logarithm. a. 5 log(x) + 9 log(z) - 1/2log(y) = ____ b. 1/2log(x) – 9 log(y) – 5 log(z) = ____
c. 9/2log(x) - 5/2log(y) - 9/2log(z) = ____