EqUil rate= 17% , borrowing by 171 million at old interest rate 15%. compared to value 151 million Question 2. Suppose initially the market for loanable funds is in equilibrium with I-S*=300 million. Equilibrium interest rate is 1#%. Other things being the same, assume there is a rise in government borrowing by $1#1 million. At the old interest rate (1#%), what would the amount of national saving (S) equal to? What would happen to the interest rate value once the new equilibrium is reached? (Will it change? How?) By how much, you would think that investment (D), national saving, and private saving might change in the new equilibrium (compared to value SI#1 million), and would it be an increase, decrease, or no change? [Use maximum five sentences to clarify your computations. Type vour answers strictly in the provided space before the next
EqUil rate= 17% , borrowing by 171 million at old interest rate 15%. compared to value 151 million Question 2. Suppose initially the market for loanable funds is in equilibrium with I-S*=300 million. Equilibrium interest rate is 1#%. Other things being the same, assume there is a rise in government borrowing by $1#1 million. At the old interest rate (1#%), what would the amount of national saving (S) equal to? What would happen to the interest rate value once the new equilibrium is reached? (Will it change? How?) By how much, you would think that investment (D), national saving, and private saving might change in the new equilibrium (compared to value SI#1 million), and would it be an increase, decrease, or no change? [Use maximum five sentences to clarify your computations. Type vour answers strictly in the provided space before the next
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:EqUuil rate= 17% , borrowing by 171 million at old interest
rate 15%. compared to value 151 million
Question 2. Suppose initially the market for loanable funds is in equilibrium with I*-S*=300
million. Equilibrium interest rate is 1#%. Other things being the same, assume there is a rise in
government borrowing by $1#1 million. At the old interest rate (1#%), what would the amount of
national saving (S) equal to? What would happen to the interest rate value once the new
equilibrium is reached? (Will it change? How?) By how much, you would think that investment
(I), national saving, and private saving might change in the new equilibrium (compared to value
S1#1 million), and would it be an increase, decrease, or no change? [Use maximum five sentences
to clarify vour computations. Type vour answers strietly in the provided space before the next
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