A random point (X, Y) is uniformly distributed on the 2 x 2 square ith vertices at (1, 1), (–1, 1), (1, –1), (–1, –1). That is, the joint pdf is inverse of the total rea, f(x,y) = 1/4 with support on the square. Determine the following probabilities. 1. P(X² +Y² < 1). 2. P(2X – Y > 0). 3. P(|X +Y|< 2). lint: think geometrically and express the regions you are integrating over as regular geo- notuio ahoneg for which

Q: Please show each step mathematically for i, ii

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Q: Find AB and BA. 2-2 A3D -3 1 0 and B = 0. 1. 9.

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Q: Find AB.

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Q: The amount of syrup that people put on their pancakes is normally distributed with mean 65 mL and…

A: The question is about sampling dist.Given :Popl. mean amount of syrup on pancakes (  ) = 65 mLPopl.…

Q: Multiply. (ex − e−x)2

A: Here we multiply this:

Q: Complete each step. a'a6 a4 4 - 4 a II II II

A: An exponential expression consist of powers of variables or numbers. An exponent in exponential…

Q: Solve. (a-4)(a+7)=0

A: We need to solve the equation (a−4)(a+7)=0

Q: Does the solution it address the three additional people drawing?

A: It is related to binomial probability : P(X=x) = nCx*px*qx    p= 12/52 = 0.23 q= 1-(12/52) = 0.77