Logarithm are the inverse functions to exponentiations.
3⁵ = 243
(3×3×3×3×3)
3 is the base whose exponent we are looking for. So we want to find the value which when rose as power to 3 will be equal to 243. Since such value is 5, so we can say that log3 243= 5
Answers & Comments
Answer:
The Answer is letter D which is 5
Step-by-step explanation:
Logarithm are the inverse functions to exponentiations.
3⁵ = 243
(3×3×3×3×3)
3 is the base whose exponent we are looking for. So we want to find the value which when rose as power to 3 will be equal to 243. Since such value is 5, so we can say that log3 243= 5