Asked by Jess
I'm completely drawing a blank on how to do this.
A woman has $500,000 invested into two real estate properties. One yields an annual return on 12% and the other returns 15% per year on her investment. Her total annual return from the two investments is $64,500. If X represents 12% investment and Y represents 15% investment...
a. write an equation that states that the sum of the investments is equal to $500,000
x+y=500,000
b. What is the annual return on the 12% investment?
c. What is the annual return on the 15% investment?
d. write an equation that states the sum of the annual returns is $64,000.
12x+15y=64,500
e. solve the problem simultaneously to find how much is invested in each property.
A woman has $500,000 invested into two real estate properties. One yields an annual return on 12% and the other returns 15% per year on her investment. Her total annual return from the two investments is $64,500. If X represents 12% investment and Y represents 15% investment...
a. write an equation that states that the sum of the investments is equal to $500,000
x+y=500,000
b. What is the annual return on the 12% investment?
c. What is the annual return on the 15% investment?
d. write an equation that states the sum of the annual returns is $64,000.
12x+15y=64,500
e. solve the problem simultaneously to find how much is invested in each property.
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