Q2 (2 Marks) The probability that a car travelling along a certain road will have a tyre burst is 0.05. X has a Binomial

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Q2 (2 Marks) The probability that a car travelling along a certain road will have a tyre burst is 0.05. X has a Binomial

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Q2 2 Marks The Probability That A Car Travelling Along A Certain Road Will Have A Tyre Burst Is 0 05 X Has A Binomial 1
Q2 2 Marks The Probability That A Car Travelling Along A Certain Road Will Have A Tyre Burst Is 0 05 X Has A Binomial 1 (145.79 KiB) Viewed 98 times
Q2 (2 Marks) The probability that a car travelling along a certain road will have a tyre burst is 0.05. X has a Binomial distribution of B(10, 0.05). The cumulative Binomial distribution probabilities, i.e., P(XSC) are provided below: с n = 10 Cumulative Binomial probabilities p = 0.05 с p = 0.05 0 0.599 6 1 1 0.914 7 1 2 0.988 8 1 3 0.999 9 1 4 1 10 1 5 1 Find the probability that among 10 cars: a. at most two have a burst tyre, b. one or more have burst tyres.
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