Suppose the Road Transport and Safety Agency (RTSA) officers have mounted a check point and they observe the speed at which the cars pass through that check point. Assume the speeds are normally distributed such that µ = 61 km per hour and σ = 4 km per hour. (a) Calculate the probability that the next car that passes through the checkpoint will be travelling slower than 65 km per hour. (b) Calculate the probability that the next car passing will be travelling more than 66

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Suppose the Road Transport and Safety Agency (RTSA) officers have mounted a check
point and they observe the speed at which the cars pass through that check point.
Assume the speeds are normally distributed such that µ = 61 km per hour and σ = 4
km per hour.
(a) Calculate the probability that the next car that passes through the checkpoint will
be travelling slower than 65 km per hour.
(b) Calculate the probability that the next car passing will be travelling more than 66

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