Respuesta :
Raina invested her savings in two investment funds. The $6000 that she invested in Fund A returned a 3% profit. The amount that she invested in Fund B returned 10% a profit. The amount invested in fund B is $8000.
Give a brief account on investment funds.
An investment fund is a sum of money that several investors pool together to buy assets, with each participant owning and controlling their own individual shares. Investors that use investment funds have access to a greater variety of investments, superior management, and lower investment costs than they could otherwise have.Mutual funds, exchange-traded funds, money market funds, and hedge funds are just a few examples of the several types of investment funds.
Individual investors cannot choose how a fund should invest its assets while using investment funds. Simply said, they decide on a fund based on its objectives, risk, costs, and other elements. A fund manager manages the fund and makes decisions regarding which securities to hold, how many to hold, and when to buy and sell them.
To solve :
Let ,
The amount invested in fund B = $x
The amount invested in fund A = $6000
Fund A profit = 3% of 6000
= $180
Fund B profit = 10% of x
= $0.1x
Total amount of saving = $6000 + $x
Total profit = 7% ($6000 + $x)
Profit from fund a + fund b = 0.7 ($6000 + $x)
180 + 0.1 x = 420 + 0.07x
0.1 x - 0.07x = 420-180
0.03x = 240
x = $8000
Therefore, amount invested in fund B is $8000.
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The complete question is mentioned below :
Raina invested her savings in two investment funds. The $6000 that she invested in Fund A returned a 3% profit. The amount that she invested in Fund B returned 10% a profit. How much did she invest in Fund B, if both funds together returned a 7% profit?
