How much is 4000 worth after 20 Semi-Annuallys using an annual interest rate of 2.50% compounded Semi-Annually?
How much is 4000 worth after
20 semi-annual periods
using an annual interest rate of 2.50%
Calculate effective interest rate
There are 2 semi-annual periods in a year
Convert interest rate to semi-annual
Semi-Annually Interest = Annual Interest Rate Compounding Periods
Semi-Annually Interest = 0.025 2
Semi-Annually Interest = 0.0125
Calculate Accumulated Balance A = B(1 + i) n where A = accumulated balance B = opening balance i = Semi-Annually interest rate and n = number of periods Plugging in our values
A = 4000(1 + 0.0125)
A = 4000(1.0125)
A = 4000(1.2820372317086)
5,128.15 How much interest was earned? Interest Earned = Accum. Value - Start Balance Plug in our values
Interest Earned = 5,128.15 - 4,000.00
Interest Earned =
1,128.15 See Answer
What is the Answer?
5,128.15 Interest Earned = 1,128.15
How does the Compound Interest Accumulated Balance Calculator work?
Free Compound Interest Accumulated Balance Calculator - Given an interest rate per annum compounded annually (i), semi-annually, quarterly, monthly, semi-monthly, weekly, and daily, this calculates the accumulated balance after (n) periods
This calculator has 3 inputs.
What 1 formula is used for the Compound Interest Accumulated Balance Calculator?
What 5 concepts are covered in the Compound Interest Accumulated Balance Calculator?
compound interest the interest you earn on principal and interest A = (1 + r/n) nt compound interest accumulated balance interest rate the proportion of a loan that is charged as interest to the borrower or proportion of principal credit given to a depositor principal The amount borrowed on a loan, before interest is charged yield How much an investment returns in terms of interest rate
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