Solve clearly..

Complete the following table with the marginal distributions of the speed of a car (C) and the incidence of an accident (A). C- 25 kmph C 50 umph G= 05 kmph Marginal probability 0.02 0.06 0.46 0.25 0.46 Marginal probability 10 Complete the following table with the conditional datribution of the speed of a car given the incidence of an accident, Le., C given A. C = 25 kmph G = 50 kmph C-95 kmph Total PI(CIA = 0) 21 68 1 Pr(CIA = 1) 1 ( Round your answers to two decimal places.) The conditional expecinson of the speed of the car, given no accidents take place. ETC.4 = D), | |kamph And the cond tional expectation of the speed of the car, given an accident taking place, ENCIA = 1), is |kmph. ( Round your answers to two decimal places ) The probability PIC - 9514 = 11 = and the probability Pr(G - 95)= The probability of having an accident (A) and the speed of a car (C) are events because