Question 1.2:
Find:a, b,c, d
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Show transcribed image text point is chosen at random on a line segment length l. Find the probability that the two line segments thus formed, along with the distance l/2, make a triangle. Three points, X1, X2, and X3 are choosen at random on a line segment of length l. Find the probability that X3, falls between X1 and X2. Two points are chosen at random on a line segment of length l. Find the probability that the three line segments thus formed make a triangle. In a different type of problem, three points are chosen at random on the circumference of a circle. Find the probability that they lie on the same semicircle. A pair of balanced dice is tossed. If X equals the total number of spots showing on the dice, then, for k = 2,3,…,12, find: Pr(X = k) b. Pr(X-k) In Problem 1.1, find: Pr(4
point is chosen at random on a line segment length l. Find the probability that the two line segments thus formed, along with the distance l/2, make a triangle. Three points, X1, X2, and X3 are choosen at random on a line segment of length l. Find the probability that X3, falls between X1 and X2. Two points are chosen at random on a line segment of length l. Find the probability that the three line segments thus formed make a triangle. In a different type of problem, three points are chosen at random on the circumference of a circle. Find the probability that they lie on the same semicircle. A pair of balanced dice is tossed. If X equals the total number of spots showing on the dice, then, for k = 2,3,…,12, find: Pr(X = k) b. Pr(X-k) In Problem 1.1, find: Pr(4
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