<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>
A marketing program is a plan that integrates the marketing mix to provide a good, service, or idea to prospective buyers.
<h3>What is marketing ?</h3>
This is a process of drawing the attention of people or consumers a company's product or services. The aim is to create awareness about the products and also bring about immediate sale.
A Marketing Program is a company's strategy to increase sales by marketing its products to consumers. It is a well-designed set of objectives with practical action plans.
The Marketing Program is very wide hence caters to marketing elements which are advertising, brand and logo design and websites. It is to be noted that the 4Ps of marketing mix which are Product, Place, Price, and Promotion, play a pivotal role in designing marketing programs.
This is due to the "law of supply". It says that whenever the prices increase, the supply will increase, because if the prices are higher, they can win more money as they sell their goods (cars in this case) and this encourages the supply to produce more and place more quantity into the market.
In other words, just follow one of the basic laws in economics, the law of supply, which says "whenever the prices rise, the quantity supplied will also rise, ceteris paribus". By the way, ceteris paribus is latin for "all other things equal" and it means that all other factors remain unchanged (the same).
Answer: C. $15,000 of the distribution is taxable and $5,000 is not taxable
Explanation:
The options to the question are:
A The entire $20,000 distribution is not taxable
B $5,000 of the distribution is taxable and $15,000 is not taxable
C $15,000 of the distribution is taxable and $5,000 is not taxable
D The entire $20,000 distribution is taxable
It should be noted that variable annuity contributions are typically not tax-deductible. Since the customer contributed $20,000 to a variable annuity contract and the account value has grown over the years and the NAV is now $35,000; when the customer takes a lump-sum distribution of $20,000. From the $20,000, $15,000 of the distribution is taxable and $5,000 is not taxable.