Which of the following is the Fisher equation?
A) $i _ { t } = R _ { t } + \tilde { Y } _ { t }$
B) $$i _ { t } = R _ { t } - \pi _ { t }$$
C) $$i _ { t } + R _ { t } = \pi _ { t }$$
D) $i _ { t } = R _ { t } + \pi _ { t }$
E) $R _ { t } = i _ { t } + \pi _ { t }$

Question

Quizplus · Accepted Answer

The Fisher equation is $i _ { t } = R _ { t } + \pi _ { t }$, where $i _ { t }$ is the nominal interest rate, $R _ { t }$ is the real interest rate, and $\pi _ { t }$ is the expected inflation rate.

Which of the Following Is the Fisher Equation? A) it=Rt+Y~ti _ { t } = R _ { t } + \tilde { Y } _ { t }it​=Rt​+Y~t​

Which of the Following Is the Fisher Equation?
A) $i _ { t } = R _ { t } + \tilde { Y } _ { t }$