Question

Elvis presley is an extremely popular singer. although he passed away in 1977, many of his fans continue to pay tribute by ressing like elvis and singing his songs.

the number of elvis impersonators, n(t), for t number of years, can be modelled by the function
n(t) = 170(1.31)ᵗ
write down the number of elvis impersonators in 1977.

Answer 1

To calculate the number of Elvis impersonators in 1977, we set t=0 in the function n(t) = 170(1.31)ᵗ to find n(0) = 170(1) = 170 impersonators.

Step-by-step explanation:

To solve the mathematical problem completely and determine the number of Elvis impersonators in 1977, we will use the function provided: n(t) = 170(1.31)ᵗ.

In this function, n(t) represents the number of Elvis impersonators and t represents the number of years since 1977.

To find the number of impersonators in 1977, we will set t to 0 because we are looking for the number of impersonators at the starting point, which is the year of Elvis Presley's death.

Applying this to the function: n(0) = 170(1.31)⁰ = 170(1) = 170.

Therefore, the number of Elvis impersonators in the year 1977 was 170.