Need help solving this I am a bit confused.

Insert Page 2 of 4 Draw Times New... E'UvO'I; Design Layout References Ecmats-m Mailings Review Styles a Share Styles Pane You are trying to develop a strategy for investing in two different stocks. The anticipated annual return for a $1,000 investment in each stock under four different economic conditions has the following probability distribution: Economic Condition Probability of Annual Return (1') Stock X Returns (X) Stock Y Returns (3') P (X) P(Y) Recession 0.1 -50 -100 16,510 Slow Growth Moderate Growth 150 p : ExP(J_c)= a. What is the expected return value for Stock X? _71_ b. What is the expected return value for Stock Y? _97_ (x it) Subtract the Stock X expected value of (x - it)' Square the value from the le column (x - u)'P(X) 670 words [13 English (United States) El Focus E6 v Q Comments a E (U V L5 g = "I Ch 4 8t 5 Exercise Assignmen... QV v Insert Draw Design Layout References Mailings Review View a Share D Comments Times New... Aa v r0 : : A,/ v 8/] v 0 v A v Styles Styles _ / Pane a, What is the expected return value for Stock X? _71_ b. What is the expected return value for Stock Y? _97_ 0\"") (1-10\" (x u)'P(X) Subtract the Square the value expected value of from the le column Stock X c. Compute the variance of Stock X. _3829_ d. Compute the standard deviation of Stock X. _61.8 (y H) (y u)\" Subtract the Square the value expected value of from the left Stock Y column ez= \\lcz= e. Compute the variance of Stock Y. _7101_ f. Compute the standard deviation of Stock Y. _84.3_ g. Compare the expected value and standard deviation of both stocks. Would you invest in Stock X or Stock Y? Explain with statistical support. Page 3 of 4 670 words [13 English (United States) El Focus