Mitiku D. answered 02/24/15
Tutor
4.9
(205)
Electrical Engineer, Patient and Objective
Osaruname,
You did not provide a maturity date but that's fine. If it can be answered for one year, which is what I am about to do, it can be answer for any date of maturity.
Earning from the $4,600 = 4600(6.8/100) = $312.80
x = the amount of money invested at an simple interest rate of 9%
y = Earning from the money invested at an simple interest rate of 9% = x(9/100)
z = earning from both x and y = 312.8 + x(9/100)------------- eq(1)
% earning from the other investment at 9% and the 6.8% combined = [z/(x+4600)]*100 = 8------ eq(2)
Take z from eq(1) substitute it for z in eq(2) and solve for x.
I hope this helps