Question

Explain how to find the 52nd term using the explicit rule f(n)= 15n+10, then solve.

Answer 1

790

Explanation:

Given the explicit rule function F(n) = 15n +10, in order to get the 52nd term of the sequence, we will have to substitute n = 52 into the rule given as shown;

f(52) = 15(52) + 10

f(52) = 780+10

f(52) = 790

Hence the 52nd term of the explicit rule is 790