Deposit equation license easily

Aug 6th, 2022
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How to deposit equation license

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Suppose you want to have $500,000 for retirement in 30 years. Your retirement account earns 4% interest compounded monthly. A, how much would you need to deposit in the account each month and b, how much interest would you earn over the 30 years? To answer this question we will use the annuity formula shown here below where A is the account balance after two years, PMT is the regular deposit amount, r is the annual interest rate as a decimal, n is the number of compounds per year, and t is the time in years. Because you want $500,000 in the account after 30 years, A is $500,000. This must be equal to the regular payment or PMT. And then we have times, and then in parentheses we have one plus r divided by n raised to the power of nt and then minus one. So we have one plus r is equal to 4% which as a decimal is 0.04, which is divided by n. Because the interest is compounded monthly and there are 12 months a year, n is 12. And this is raised to the power of n times two which is 12 times,

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The deposit multiplier is the ratio of the checkable deposit to the amount in the reserves. Generally, banks hold a maximum amount of money that they can create as a percentage of their reserves, which is set forth by the fractional reserve banking system.
The maximum amount by which demand deposits can expand is given by the equation: ADD = AER/r. ADD is the expansion of demand deposits, AER is the excess reserves in the banking system, and r is the required reserve ratio. Thus, the maximum amount by which demand deposits can expand is equal to $30 million ($3/0.10).
The deposit multiplier is sometimes expressed as the deposit multiplier ratio, which is the inverse of the required reserve ratio. For example, if the required reserve ratio is 20%, the deposit multiplier ratio is (1/0.20) = 5x.
The deposit multiplier is sometimes expressed as the deposit multiplier ratio, which is the inverse of the required reserve ratio. For example, if the required reserve ratio is 20%, the deposit multiplier ratio is (1/0.20) = 5x.
The simple deposit multiplier is ∆D = (1/rr) ∆R, where ∆D = change in deposits; ∆R = change in reserves; rr = required reserve ratio. The simple deposit multiplier assumes that banks hold no excess reserves and that the public holds no currency.
new money supply = D + (1-r)D after first bank lending. If say r = 20%, then reserves R = 20% of $1000 = $200. Loans L = $800. Second bank: borrower deposits $800 in second bank; i.e. he deposits (1-r)D (what he got as a loan from the first bank) into the second bank.
Deposit multiplier = 1 / reserve ratio This means that for every $1 the bank has in reserves, it can increase the money supply by up to $5. If the reserve ratio was 10%, the deposit multiplier would be 10, and the bank could increase the money supply by $10 for every $1 in reserves.
Deposit multiplier = 1 / reserve ratio This means that for every $1 the bank has in reserves, it can increase the money supply by up to $5. If the reserve ratio was 10%, the deposit multiplier would be 10, and the bank could increase the money supply by $10 for every $1 in reserves.
Value of money multiplier = 1/LRR which is equal to 1/0.1 = 10 Initial deposit was Rs. 500 crores Hence Total Deposit will be Initial Deposit Money Multiplier = 500 10 = 5000 Crores .vedantu.com 4 Page 5 Q17.

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