Respuesta :
Answer:
27.14%
Explanation:
EFF ( effective annual interest rate) = ( 1 + ( rate / number of periods)^n -1 = ( 1 + ( 0.2425 / 12)^12 -1 = 0.2714 = 27.14% where rate = 24.25% and number of periods = 12 months
Answer: D. 27.14%
Explanation:
The EFF% or (Effective annual rate) is calculated thus:
Recall :
EFF% = [ (1 + (r/n))^n] - 1
Annual percentage rate (APR) = Nominal rate (r) = 24.25 % = 0.2425
Period(n) = 12 months
In outing the values :
EFF% = [ (1 + (0.2425/12))^12] - 1
EFF% = [ 1 + (1.02020833)^12] - 1
EFF% = 1.271353 - 1
EFF% = 0.271353
EFF = 0.271353 × 100
EFF = 27.14%