Find the optimal strategies, P and Q, for the row and column players, respectively. 28 -3 3 i Compute the expected payoff E of the matrix game if the players use their optimal strategies. (Round your answer to two decimal places.) E = Which player does the game favor, if any? OR Ос O neither

A square has points A:(3,2),B:(-1,1),C:(0,-3), and D:(4,-2). If the point of intersection of the diagonals is labeled G, what is the measure of AG_? Round to the nearest tenth.

The vertices of a square are located at (-4, 0), (-7, 0), (-4, 3) and: (0, 7). (-7, 3). (0, 3). (4, 3). Back Next

Find the perimeter of the rectangle that has its 4 corners: (1,2), (7,2). (1-4) and (7-4)

find b & c, so that y=4x^2+bx+c has a vertex of (-3,-1) (please show steps)

What can I say about the relationship of these 4 variables? (TAVG, Deliveries, Day of the week, Snowongroud)

Let (1,1), (2,3), (3,5) and (4,8) be four data points. a) Find the 'best' line passing through these points. b) Find the 'best' quadratic curve passing through these points. c) Plot the line, quadratic curve and points on a graph(you can use matlab or plot it by hand

In a big high school, each student can use only Math Tutorial or Chemistry Tutorial. In September 2022, a study showed that 40% of students used Math Tutorial, 35% used Chemistry Tutorial, and the rest did not use either of them The study also found that 45% of the students who used Math Tutorial do not want to use it anymore, while 35% of them prefer to use Chemistry Tutorial in the next month. Moreover, 60% of students who used Chemistry Tutorial, want to continue that, while only 10% of them want to use Math Tutorial instead of that. 30% of students who did not use either of them want to use Math Tutorial, and 25% want to use Chemistry Tutorial. a) Determine the state and transition matrices. b) Predict the percentage of students in each Tutorial in the second month. c) Represent the Transition matrix using a directed graph with weighted edges. d) What is the final fixed number of students in each tutorial.

Create 2 sets, one linearly independent and one linearly dependent, by replacing the x with a number, starting from B = { (1,2,-1,8), (-2,-1,4,2), (13,14,-21,x) }

In a survey of 165 students, it was found that 65 students use Facebook, 85 students use Instagram, 50 students use Twitter, 25 students use both Facebook and Instagram, 15 students use both Facebook and Twitter, 20 students use both Twitter and Instagram, 10 students use all three social media platforms (Facebook, Instagram and Twitter). (a) Find the number of students who use exactly one of the three social media platforms. (b) Find the number of students who use none of the three social media platforms.