<span>1. Suppose Oscar withdraws $100 from his checking account and deposits it into his savings account. This transaction causes M1 to A. Increase by $100 and M2 to remain the same. B. Decrease by $100 and M2 to remain the same. C. Decrease by $100 and M2 to increase by $100. D. Remain the same and M2 to increase by $100</span>B<span>2. Suppose Megan withdraws $75 from her savings account and deposits it into her checking account. This transaction causes M1 to A. Increase by $75 and M2 to remain the same. B. Decrease by $75 and M2 to remain the same. C. Increase by $75 and M2 to decrease by $75. D. Remain the same and M2 to increase by $75.</span>A<span>3. Suppose Jared takes $200 from his savings account and holds it as cash. The immediate result of this transaction is that M2 A. Increases by $200 and M1 remains the same. B. Decreases by $200 and M1 remains the same. C. And M1 do not change. D. Remains the same and M1 increases by $200.</span>D<span>4. A single bank with $10,000 of reserves and a reserve ratio of 25 percent could support total transactions account balances of at most A. $10,000. B. $5,000. C. $40,000. D. $25,000.</span>C<span>5. A single bank with $20,000 of reserves and a reserve ratio of 5 percent could support total transactions account balances of at most A. $400,000. B. $1,000. C. $100,000. D. $20,000.</span>A<span>6. Initially a bank has a required reserve ratio of 20 percent and no excess reserves. If $5,000 is deposited into the bank, then initially, ceteris paribus, A. This bank can increase its loans by $5,000. B. This bank can increase its loans by $4,000. C. Total reserves will increase by $4,000. D. Required reserves will increase by $5,000.</span>B<span>7. Initially a bank has a required reserve ratio of 10 percent and no excess reserves. If $1,000 is deposited into the bank, then, ceteris paribus, A. This bank can increase its loans by $900. B. This bank can increase its loans by $1,000. C. Total reserves will increase by $900. D. Required reserves will increase by $1,000.</span>A<span>8. If total reserves for a bank are $12,000, excess reserves are $2,000, and demand deposits are $100,000, the money multiplier must be A. 20. B. 15. C. 10. D. 5</span>C<span>9. If the banking system has demand deposits of $100,000, total reserves equal to $15,000, and a required reserve ratio of 10 percent, the banking system can increase the volume of loans by a maximum of A. $5,000. B. $50,000. C. $85,000. D. $100,000.</span>A<span>10. Suppose a banking system has a required reserve ratio of 0.15. How much can the money supply increase in response to a $1 billion increase in excess reserves for the whole banking system? A. $1 billion. B. $150 million. C. $15 billion. D. $6.67 billion.</span><span>B</span>
