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Here’s how much you need to save every month to earn $30,000 per year in interest for retirement

 


To calculate how much you need to save every month to earn $30,000 per year in interest for retirement, we need to make a few assumptions. Let's assume that you plan to retire in 30 years, and you want to have a retirement fund of $1 million by then. We'll also assume a 6% annual return on your investments.

Using these assumptions, we can use the following formula to calculate the monthly savings needed to earn $30,000 per year in interest:

PV = FV / (1 + r)^n where PV is the present value (or the amount you need to save), FV is the future value (or $1 million), r is the annual interest rate (or 6%), and n is the number of years until retirement (or 30).

Solving for PV, we get:

PV = FV / (1 + r)^n PV = $1,000,000 / (1 + 0.06)^30 PV = $226,145.67

So you would need to save $226,145.67 over the next 30 years to have a retirement fund of $1 million with a 6% annual return. To earn $30,000 per year in interest from that fund, you would need to divide that amount by the number of months in a year and get:

$30,000 / 12 = $2,500

Therefore, you would need to save $2,500 every month for the next 30 years to earn $30,000 per year in interest for retirement.

 

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