Question

Sam Tsantes has analyzed two stocks: Acme Airlines and Ajax Travel Associates. His analysis concludes that Acme has a 20\% change of producing a return of 10\% and a 80\% chance of producing a return of 15\%. As the same time Ajax has a 40\% chance of losing 25\% and a 60\% chance of producing a return of 50\%. If same invests \$70,000 in Acme shares and \$30,000 in Ajax shares, the expected return on the portfolio will be closet to: 1-14.0\% 2-18.2\% 3-20.0\% 4-15.8\%

          Sam Tsantes has analyzed two stocks: Acme Airlines and Ajax Travel Associates. His
analysis concludes that Acme has a 20\% change of producing a return of 10\% and a
80\% chance of producing a return of 15\%. As the same time Ajax has a 40\% chance of
losing 25\% and a 60\% chance of producing a return of 50\%. If same invests \$70,000 in
Acme shares and \$30,000 in Ajax shares, the expected return on the portfolio will be
closet to:
1-14.0\%
2-18.2\%
3-20.0\%
4-15.8\%
        
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Sam Tsantes has analyzed two stocks: Acme Airlines and Ajax Travel Associates. His
analysis concludes that Acme has a 20% change of producing a return of 10% and a
80% chance of producing a return of 15%. As the same time Ajax has a 40% chance of
losing 25% and a 60% chance of producing a return of 50%. If same invests $70,000 in
Acme shares and $30,000 in Ajax shares, the expected return on the portfolio will be
closet to:
1-14.0%
2-18.2%
3-20.0%
4-15.8%

Added by Monica L.

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Horngren’s Cost Accounting
Horngren’s Cost Accounting
Srikant M. Datar, Madhav V. Rajan 16th Edition
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Sam Tsantes has analyzed two stocks: Acme Airlines and Ajax Travel Associates. His analysis concludes that Acme has a 20% chance of producing a return of 10% and an 80% chance of producing a return of 15%. At the same time, Ajax has a 40% chance of losing 25% and a 60% chance of producing a return of 50%. If Sam invests $70,000 in Acme shares and $30,000 in Ajax shares, the expected return on the portfolio will be closest to: 1- 14.0% 2- 18.2% 3- 20.0% 4- 15.8%
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Transcript

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00:01 Okay, so in this problem, we're going to have to use the following conjectures in the following exercise.
00:05 So, g is equal to x over 2, and we have to find the value of h also.
00:11 So parallelogram opposite side conjecture states that the opposite sides of a parallelogram are congruent.
00:16 That means that they're the same one.
00:18 So if we have a parallelogram, john, who's the following, and the opposite sides are going to be congruent.
00:27 So these two and these two sides are going to be congruent, which meaning they have the same side ones.
00:32 We can all represent this in a proof format.
00:36 So we can do r -l -f -r -f is congruent to s -line -s -l.
00:43 This is because of parallelogram, opposite, side, conjection.
01:07 Then we also have, let me know r -f is equal to s -o.
01:12 That's because of definition of congruent segments...
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