Suppose you had $1000 to invest on September 30, 2016 and you had the option of choosing either AAPL or RRD or a combination of the two (example: 5% in AAPL and 95% in RRD; or 80% in AAPL and 20% in RRD; i. e. in general x% in AAPL and y% in RRD where x%+y%=100%). How would you invest the $1000? Why?

I would invest the whole $1000 in AAPL,because y% gives zero return while x% gives $250 in return.

Explanation:

First and foremost we need to formulate equations based on the return percentages given:

when x%=5%

y=95%

0.05x+0.95y=$1000 eqn 1

when x%=80%

y=20%

0.8X+0.2y=$1000 eqn 2

multiply eqn 1 by 16 gives

0.8x+15.2y=$1000

0.8x+0.2y=$1000

deduct both equations

15y=0

y=0/15

y=0

substitute the value of y in eqn 2

0.8x+0.2y=$1000

0.8x+0.2(0)=1000

0.8x=1000

x=1000/8

x=$1250(interest plus principal)

interest =$250

principal=$1000

answer; /// i believe the correct answers are (b) change in population and (e) future expectation of check first, good luck