Mr. JACK invested in Fund X and Fund Y. The total amount she invested, in both funds combined, was $100,000. In one year, Fund X paid 33% and Fund Y paid 15%. The interest earned in Fund Y was exactly $500 greater than the interest earned in Fund X. How much did Ms. Tom invest in Fund X?	Choose the correct choice from the following answers:
A) 31,041.66	B) 45,041.66	C) 37,041.78	D) 78,041.90	E) 99,041.78
X+Y=100,000   0.15Y=0.3331,041.66+500   Take away decimals first: 15Y+33X+50,000   Isolate first equation to solve for X (your goal): Y=100,000-Y   Plug in for B:   15(100,000-X)=33X+30,000   1,500,000-15X=33X+10,000   1,490,000=48X   1,490,000/48=X   X=31,041.66=31,041.66nswer Choice 31,041.66
<result>A</result>
Mr. JACK invested in Fund X and Fund Y. The total amount she invested, in both funds combined, was $100,000. In one year, Fund X paid 33% and Fund Y paid 15%. The interest earned in Fund Y was exactly $500 greater than the interest earned in Fund X. How much did Ms. Tom invest in Fund X?