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Mathematics 19 Online
OpenStudy (anonymous):

$5,000 is invested at 3% interest. How much money must be invested at 5% interest so that the total interest from the two investments is $275 after one year? $2,000 $2,500 $3,000

OpenStudy (ciarán95):

First of all, lets take the $5000 investment. We'll work out the interest on this first after 1 year, which is 3% of $5000... So, 100% = $5000 This means that 1% of the investment = $5000/100 So, 3% of the investment (3 times 1%) = ($5000/100) x 3, which you can work out. I'm not going to give you the answer to the above, but whatever it is you can subtract it from $275 to find the remaining interest needed to be earned after 1 year. If the answer for the 3% interest was $100 (which is not true, but I'll use it as an example), then we require a further $175 of interest on the other investment. We are told that this investment will be at 5% interest, so the interest will be 5% of the amount of money we invest into it. So, we can work backwards this time: 5% of the investment money = $175 So, 1% will be = $175/5 So, 100% or all the investment money (100 times 1%) = ($175/5) x 100...based on your answer for the first part, you can follow these steps to get the correct final answer. Hope that helps! :)

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