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Probability that the track is dry if Red Bull teams is .935, if the McLauren Team ws is 915, and if the Ferrari Team wins is .844. The probability Red Bull Team, McLauren and Ferrari Team win are .385, .295 and .320, respectively. (a) List all probabilities given in this problem, expressed in terms of events that you define. (b) What is the probability that the weather was dry? (c) Given that track was dry, what is the probability that Redbull win? McLauren? Ferrari? (d) Given that track was wet (not dry), what is the probability that Redbull win? McLauren? Ferrari? (e) Is dry track condition independent of the Ferrari team not winning?

math   Statistics-And-Probability   
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Given the mcLaurenてeam wins is 0.9 t5 and it tne forarてeomors is Probability Red Rutlてearn, MCL auven ond felrae team lon o. 385 o.29s and o.2o pechuey The -tte event that mcLauven a sl i and F choas the ue bave P(R) o-385 Let D choastheent tht freud s dry. so het d dy is P (o) 0.357735 6.819sPD) O 26125 6 8i998 2999.2 PCFlo Pcoj 0.199g oe have. -o. 2S0 2PCW) Co.otS О-QSST ·2507

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