The fisher effect is defined as the relationship between which of the following variables? a. default risk premium, inflation risk premium, and real ratesb. nominal rates, real rates, and interest rate premiumc. interest rate risk premium, real rates, and default risk premiumd. real rates, inflation rates, and nominal ratese. real rates, interest rate risk premium, and nominal rates

A..b.hope i hedlpe

Part (a) is relatively straight forward.there are 4 aces in a standard 52-card deck. so the probability that an ace is picked is just 4/52.part (b): note that there are 4 suits in a standard 52-card deck. so picking hearts will be 13/52 or 1/4.part (c): the probability condition or means we need to add the two probabilities because we do not want them simultaneously. so, we end up getting pr(ace) + pr(heart).from part (a), we found that picking an ace had a probability of 4/52, which is reduced down to 1/13.from part (b), we found that picking a heart had a probability of 1/4.so, the probability of an ace or a heart is 1/13 + 1/4 = 4/52 + 13/52 = 17/52.