Find the probability of a randomly chosen student belonging to each type Give your answer as a (though note probability can also be represented as fractions or decimals between 0 and 1). a. P(U) b. P(A°) - e. P(A°nB) d. P((An ) e. P(AU B)- 1.

Q: where y is the rectangle defined by a 1 -0, 5, z = 2, y = −2,9 =

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A: We have to use z transform table.

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A: Given that, w=fx, y And x and y is in polar form that is, x=rcosθy=rsinθ

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A: we can rewrite the equation we get  y=-(x2-4x+4)y=-(x-2)2(x-2)2=-y

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Q: 1. Let A= Find A.

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