question c.

An investment firm recommends that a client invest in ANA, A- and B-rated bonds. The average yield on M bonds is 6%, on AB Client wants to invest twice as much in AAA bonds as in bonds. How much should be invested in each type of bond under the fol (a) through (c) below. a Let 2x represent the amount invested in AA bonds, y be the amount invested in A bonds, and xbe the amount invested into B linear equations. Choose the correct answer below. O A. 2x+y+0.08x = 1580 0.06(2x) +0.065y + x = 24,000 B. 0.06(2x) +0.065y +0.08x = 1580 2x + y + x = 24,000 OC. 0.06% +0.065y +0.08x = 24,000 2x + y + x = 1580 OD. 0.06(2x) +0.065y + x = 1580 4x + y +0.08x = 24,000 The total investment is $24,000, and the investor wants an annual return of $1580 on the three investments. They should invest $ 8000 at 6%, $ 12000 at 6.5%, and $ 4000 at 8%. b. The values in part (a) are changed to $33,000 and $2185, respectively. They should invest $ 16,000 at 6%, $ 9000 at 6.5%, and $ 8000 at 8%. c. The values in part (a) are changed to $45,000 and $2995, respectively. They should invest $ at 6%, $ at 6.5%, and $ at 8%. Enter your answer in the edit fields and then click Check Answer. All parts showing Clear All