Chapter 23: Problem 1
Explain what is meant by (a) discrete data, (b) continuous data.
Chapter 23: Problem 1
Explain what is meant by (a) discrete data, (b) continuous data.
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Get started for freeA service engineer receives on average seven calls in a 24-hour period. Calculate the probability that in a 24 -hour period the engineer receives (a) seven calls (b) eight calls (c) six calls (d) fewer than three calls
Studies of a particular type of car tyre show that the mileage for which it can be used legally follows a normal distribution with mean 38000 miles and standard deviation 2500 miles. The manufacturers claim that ' 9 out of 10 of our tyres last more than 35000 miles'. Is the claim justified?
Silicon chips are manufactured by four machines, A, B, C and D. Machines A, B, C and D manufacture \(20 \%, 25 \%, 35 \%\) and \(20 \%\) of the components respectively. Of those silicon chips manufactured by machine A, \(2.1 \%\) are faulty. The respective figures for machines \(\mathrm{B}, \mathrm{C}\) and \(\mathrm{D}\) are \(3 \%, 1.6 \%\) and \(2.5 \%\). A silicon chip is selected at random. Calculate the probability that it is (a) made by machine \(\mathrm{C}\) and is faulty (b) made by machine \(\mathrm{A}\) and is not faulty (c) faulty.
The probability of passing a module on the first attempt is \(0.9\). A student takes six modules. Calculate the probability that the student (a) passes five modules (b) passes all modules (c) is required to take two or more resits.
A machine manufactures 350 micro-chips per hour. The probability that a chip is faulty is \(0.012\). Calculate the probability that in a particular hour there are (a) one, (b) three, (c) more than three faulty chips manufactured.
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