I would like to know how to solve these questions with solutions.

Suppose that today you observe the following interest rates on bonds with differing years to maturity: Years to maturity Interest rate 1 year 4.0% 2 years 60% 3 years 10% Assume that the expectations theory is correct so that there is no term premium for a two-year bond or a three-year bond. From the information above, the expected interest rate on a oneyear bond one year from now is 5.7 X % (Round to nearest 1 decimal place) Suppose that the desired reserve ratio is 13%, and the currency-to-deposit ratio is 2.3. If the central bank conducts an open market operation and buys $101 million in government bonds from banks, the money supply will increase by $ 137.16 V million (Round to nearest 2 decimal places)