Try another version of this question Convert the exponential equations into logarithmic form: (a) `2^3 = 8` is equivalent to `log_2 C=D`. `C=` and `D=` (b) `216 = 6^3` is equivalent to `log_6 E = F`. `E=` and `F=` (c) `10^2 = 100` is equivalent to `log_10 G = H`. `G=` and `H=` (d) `0.01 = 10^-2` is equivalent to `log_10 J = K`. `J=` and `K=` Get help:
If `2^5 = 32` is equivalent to `log_2 (A) = B` then `A = 32` and `B = 5`. In other words, `A` is the answer and `B` is the exponent. `8`
`3`
`216`
`3`
`100`
`2`
`0.01`
`-2`