Question

Solve the following(i) log, 32 = x(i) log 625=y(iii) log , 10000 =z​

Answer 1

To solve the given logarithmic equations, apply the properties of logarithms.

Step-by-step explanation:

To solve the given logarithmic equations:

1. log32 = x
2. log625 = y
3. log10000 = z

We need to apply the properties of logarithms. In the first equation, log32 = x, 32 can be written as 25. So, x = 5. In the second equation, log625 = y, 625 can be written as 54. So, y = 4. In the third equation, log10000 = z, 10000 can be written as 104. So, z = 4.