If the banking system does NOT want to hold any excess reserves, $250,000 will be <u>added </u>to the money supply.
<h3>What is an excess reserves?</h3>
Excess reserves is known to be the capital reserves that is said to be held by a bank or financial institution and it is one that is too much or is in excess of what is needed by regulators, creditors, or others.
Since there is $25,000 worth of U.S. Treasury bills, one will multiply it times 10 = $250,000
Therefore, If the banking system does NOT want to hold any excess reserves, $250,000 will be <u>added </u>to the money supply.
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Answer:
$4,038
Explanation:
Present value (PV) is the current value of a future sum of money or stream of cash flows given a specified rate of return. Future cash flows are discounted at the discount rate, and the higher the discount rate, the lower the present value of the future cash flows.
Present Value = Future Value x (1/ ( 1 + interest rate ) ^ number of periods)
Present Value = 6,000 x (1/ ( 1 + 0.08) ^ 5)
Present Value = 6,000 x 0.68058
Present Value = $4,038
<span>During times of economic trouble, which are immigrants often accused of?
Taking jobs away from native-born residents. During economic trouble, immigrant are often accused on taking jobs away from native-born residents because they are typically cheaper to hirer for the same job. Immigrants often work harder as well by nature because they need to prove themselves (as they think) to keep their jobs and create a profitable life in America. This makes it hard for native-born residents to keep their jobs since the immigrants will do the same amount of work for less wage. </span>
Answer and Explanation:
The computation of the amount is shown below:
a. For FOB destination
= Merchandise price - Returns and allowances - discount
= $6,700 - $1,750 - ($6,700 - $1,750 )× 2%
= $6,700 - $1,750 - $99
= $4,851
b. For FOB shipping point
= Merchandise price - Returns and allowances - discount + Freight In
= $3,300 - $1,200 - ($3,300 - $1,200) × 1% + $200
= $3,300 - $1,200 - $21 + $200
= $2,279
