Ompute the expected payoffs of the game for the pairs of strategies in parts (a-d). (Round your answers to one decimal p (a) P P - [10] 0 - [!] E=4 (D) P- P-10 1].9 -[]
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- Let x1 and x2 be the payoffs of two investmentK(5) =Q1: Who is more likely to feel vulnerable after being a victim of a vialent crime? We hypothesize that blacks are more likely to feel ANGER than whites Feel anger Yes Row Total Race No White A в (fo) 237 (fe). Row% (fo) 602 (fe). Row% (fo) 839 100% Black D E F (fo) 29 (fe). Row% (fo) 123 (fe) Row% (fo) 152 100% Column G Total (fo) 266 (fo) 725 (fo) 991 STEP 1. Do this calculation What did you get? Write the result in the blue box in the cell marked with the letter (C*G/ (C* H)/ (F* G)/ (F* H)/ STEP 2. A B D Cell OBSERVED EXPECTED OBSERVED FREQUENCY SQUARE NOW DIVIDE THE NUMBER IN FREQUENCY (THE NUMBER FREQUENCY (THE NUMBER IN THE BLUE BOX IN THE CELL MINUS EXPECTED THE NUMBER THE PREVIOUS IN THE PREVIOUS EXPECTED FREQUENCY IN THE CELL) COLUMN BY THE COLUMN FREQUENCY FOR THAT CELL (THE BLUE BOX NUMBER) A D E TO GET YOUR CHI-SQUARE, ADD ALL THE NUMBERS IN THE LAST COLUMN >
- 1 12 Solve 2(2x +3y) 7(3x-2y) 2 7. 4. -2, 2x+3y 3x-2y where 2z + 3y +0 and 3% -2y 0.Let 0 -1 -2 A = and B = |-3 4 %3D 4 0 1 6. (a) it/them. Otherwise, explain why not. O Can any of the products AB or BA be performed? If yes, please compute If possible, find c23 and c12 if C = 2A – 3B". If this is not possible, explain (b) why.can anyone please explain the solution in part (B)? why does he multiply 2024 sales by (11), 2025 by (12), and 2025 by (13)? why he used 11,12,13 specifically to perform the forcasting for each year? I provided the data that were used in the question in case you need it
- Perfenn the wmdhceted cgenations e 14 -x-3x*, x% 13x²+a¢ _ x²sx-24 xY 13x+36 x-Sx-24 x?sx +G 16-6X-X2 x-と 2. c4-2c°d + 4c°dz act6bd-2ad - 3bc 4ax-4a? 3 3. 3 3 c² -4d² ä3 - a7b 2. 3. 3x +4x-4 x*+4x+4 ax-Sx+2 zax = 2axy +2ay 4. (x-y5) ÷ x-y ( cong dinision) dinioion)Q2/ A doctor is studying the relationship between blood pressure and heartbeat abnormalities in her patients. She tests a random sample of her patients and notes their blood pressures (high, low, or normal) and their heartbeats (regular or irregular). She finds that: (i) 16% have high blood pressure. (ii) 20% have low blood pressure. (iii) 12% have an irregular heartbeat. (iv) Of those with an irregular heartbeat, one-fourth have high blood pressure. (v) Of those with normal blood pressure, one-seventh have an irregular heartbeat. Calculate the portion of the patients selected who have a regular heartbeat and low blood pressure.B D E (i), (iv) (i), (iii) (ii), (iii) (i), (v) (ii), (iv) Find U10 and U12: (i): U10 = {1,3,7,9} (ii) U10 = {1,3,5,7,9} (iii) U12 {1,3,5,7,9,11} (iv): U12 = {1,5,7,11} (v): U12 = {1,11} ...