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APRからAPYへの換算機

APRからAPYに換算して、複利を考慮した貯蓄の実際の利回りを確認できます。

Annual Percentage Rate (APR)
%
Compounds per year
APR entered5.00%
Compounds per year12
Effective yield increase0.00%

Formula: APY = (1 + (APR ÷ n))n − 1, where n is compounding periods per year. APY reflects the effective annual return, accounting for compound interest.

Annual Percentage Yield (APY)
0.00 %
Based on 5% APR, compounded 12 times a year
PNG · ブラウザー内で作成、アップロードなし
Industry use cases
Savings Account Shopping Compare daily-compounding savings accounts to find which bank offers the highest true annual return on deposits.
CD and Certificate Selection Evaluate certificates of deposit with different compounding frequencies to maximize real yield on fixed deposits.
Credit Card Cost Analysis Understand the true annual cost of credit card APRs and cash advances when daily compounding is factored in.
Investment Advisor Services Guide clients on real bond yields and fixed-income returns by converting stated APRs to true compounded APYs.
Frequently asked questions
What is the difference between APR and APY?
APR is the simple annual interest rate without compounding, while APY accounts for compounding within the year, so APY is always equal to or higher than APR for the same nominal rate.
How do you convert APR to APY?
Divide the APR by the number of compounding periods per year, add 1, raise that to the power of the number of periods, then subtract 1: APY = (1 + APR/n)^n - 1.
Is a higher APY always better for savers?
Yes, for savings and investment accounts a higher APY means more interest earned on your balance over a year, assuming the rates are compounded over the same time frame.
Does compounding frequency affect how much APY exceeds APR?
Yes, the more frequently interest compounds (daily versus monthly versus annually), the larger the gap between APY and APR for the same nominal rate.
Why is APY higher than APR for the same account?
Because APY includes the effect of earning interest on previously accrued interest within the year, while APR only reflects the stated nominal rate without that compounding benefit.
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