Question

If log c root C =Z then what is Z

Answer 1

Here is your solution.

Answer 2

Answer:

If your question meant $log_{c} \sqrt{C} = Z$

The Answer is 1/2

Step-by-step explanation:

If your question meant $log_{c} \sqrt{C} = Z$

$log_{c} C^{1/2} = Z$      [$logarithm : log\sqrt{a} = log a^{1/2}$]

$1/2 log_{c}C = Z$     [$logarithm: log_{a}a^{2} = 2log_{a} a$]

1/2 x 1 = Z                [$logarithm: log_{a}a = 1$]

1/2 = Z

Therefore, Z = 1/2