What is the effect of the following on the money supply? a. Increase in curre...
What is the effect of the following on the money supply? a. Increase in currency-deposit ratio,...
Question:What is the effect of the following on the money supply?a. Increase in currency-deposit ratio, keeping all other things constant.b. Decrease in reserve-deposit ratio, keeping all other things constant
Money Supply:In the economics of money and banking, the money supply refers to the amount of money that circulates in the economy at a given time. The quantity of money supply is normally determined by the Federal Reserve and it is a function of the high-powered money (the monetary base).
Answer and Explanation:data:image/png;base64,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a. Increase in currency-deposit ratio, keeping all other things constant.The money supply equation is stated as:<span id="MathJax-Element-1-Frame" class="mjx-chtml MathJax_CHTML" tabindex="0" data-mathml="M=m×MB" role="presentation" style="box-sizing: border-box; display: inline-block; line-height: 0; font-size: 16.94px; overflow-wrap: normal; word-spacing: normal; white-space: nowrap; float: none; direction: ltr; max-width: none; max-height: none; min-width: 0px; min-height: 0px; border: 0px; padding-top: 1px; padding-bottom: 1px; position: relative;">M=m×MBM=m×MBWhere:
[*]mm is the money multiplier and,
[*]MBMB is the monetary base.
The money multiplier is defined as:<span id="MathJax-Element-4-Frame" class="mjx-chtml MathJax_CHTML" tabindex="0" data-mathml="m=1+cr+c+e" role="presentation" style="box-sizing: border-box; display: inline-block; line-height: 0; font-size: 16.8px; overflow-wrap: normal; word-spacing: normal; white-space: nowrap; float: none; direction: ltr; max-width: none; max-height: none; min-width: 0px; min-height: 0px; border: 0px; padding-top: 1px; padding-bottom: 1px; position: relative;">m=1+cr+c+em=1+cr+c+eWhere:
[*]cc is the currency to deposit ratio,
[*]ee is the excess reserves to deposit ratio and,
[*]rr is the required reserve to deposit ratio.
Thus, if there is an increase in the currency to deposit ratio, this would increase the money multiplier, and hence, the money supply will increase.
b. Decrease in reserve-deposit ratio, keeping all other things constantIf there is an increase in the required reserve to deposit ratio, this will decrease the money multiplier and the money supply will decrease.
页:
[1]