Answer:
In the Baumol-Tobin model, if the nominal interest rate is 1%, the consumer's annual income is $36000, and every trip to the bank costs $20, then it is optimal for the consumer to visit the bank three times a year.
Step-by-step explanation:
The optimal number of visit to banks = (iY/2F)0.5
i = 1% = 0.01
Y = $36000
F = $20.
The optimal number of visit to banks = (iY/2F)0.5
The optimal number of visit to banks = (0.01 * 36000 / 2* 20)0.5
The optimal number of visit to banks = (9)0.5
The optimal number of visits to banks = 3.
it is optimal for the consumer to visit the bank 3 times a year.