The smaller the reserve requirement, the larger the decrease will be in required reserves.
<h3>What is the reserve requirement?</h3>
The reserve requirement is the percentage of consumer's deposits that are kept as reserves with the Central Bank. The reserve requirement is determined by the reserve ratio.
When the Fed sells treasury bonds, money supply decreases. This is known as a contractionary monetary policy.
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<u>Answer:</u>
<em>D) The standard pattern of contraction-trough-expansion-peak occurs again and again in industrial economies.
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<u>Explanation:</u>
A recession is a time of declining monetary execution over a whole economy, as often as possible, estimated as two consecutive quarters. Organizations, financial specialists, and government authorities track different monetary markers that can help anticipate or affirm the beginning of downturns. However, they're formally announced by the NBER.
The NBER has the obligation of deciding when a downturn starts and when it closes. All the more explicitly, it is the Business Dating Committee inside the NBER that chooses the pattern of the contraction.
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Answer:
Price of stock = $74.636
Explanation:
<em>The Dividend Valuation Model is a technique used to value the worth of an asset. According to this model, the worth of an asset is the sum of the present values of its future cash flows discounted at the required rate of return. </em>
<em>The price of the stock will the sum of the present value of the growing annuity and the growing perpetuity</em>
<em>Present value of dividend from year 1 to 8</em>
The PV of the growing annuity = A/r-g) ( 1- (1+g)/(1+r)^n )
<em>A- dividend payable now , r- required of return, g-growth rate, number of years</em>
PV = 1.52×(1.19)/(0.1-0.19) × (1 -(1.19/1.1)^8)= 17.605
<em>PV of Dividend from year 9 and beyond:</em>
<em>P = D× g/(r-g) </em>
<em>This will be done in two steps:</em>
Step 1: PV(in year 8)of dividend = (1.52× 1.19^8× 1.05)/(0.1-0.05)= 122.250
Step 2 : PV in year 0 = 122.25× 1.1^(-8)= 57.030
Price of stock = 17.60 + 57.030= 74.63
Price of stock = $74.636