Question

Write as a difference....

Answer 1

\[\log_{2} \frac{ \sqrt[3]{x^5y^4} }{ \sqrt{x^5y^3} }\]

Answer 2

\(\log_b\dfrac{a}{c} = \log_b(a) - \log_b(c)\)

Answer 3

Does the b matter??

Answer 4

What you see is what you get. That's the formula to write the log as a difference.

Answer 5

5/3logx + 4/3logy -5/2logx-3/2logy

Answer 6

The b matters. You have to include that

Answer 7

How do I include it?

Answer 8

You should learn how to write Latex

Answer 9

\(\dfrac{5}{3}\log_2(x) + \dfrac{4}{3}\log_2(y) - \left(\dfrac{5}{2} \log_2(x) + \dfrac{3}{2} \log_2(y)\right)\)

Answer 10

`\(\dfrac{5}{3}\log_2(x) + \dfrac{4}{3}\log_2(y) - \left(\dfrac{5}{2} \log_2(x) + \dfrac{3}{2} \log_2(y)\right)\)`