unit-16-probability

Unit-16 Probability

Learn how uncertainties can actually be measured, how they can be assigned numbers and how these numbers are to be interpreted.

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In each of the following exercises, an experiment is described. Specify the relevant sample spaces.

a) A machine manufactures a certain item. An item produced by the machine is tested to determine whether or not it is defective.

b) An urn contains six balls, which are colored differently. A ball is drawn from the urn and its color is noted.

c) An urn contains ten cards number 1 through 10. A card is drawn, its number noted and the card is replaced. Another card is drawn and its number is noted

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Learning Pundits Content Team

Written on Jun 25, 2019 1:53:17 PM

a) N = {g, d} , where g stands for ‘good’ or ‘non-defective’ and d stands for ‘defective’.

b) If we code the six coolers by the numerals 1,2,3,4,5 and 6 then N = {1, 2, 3, 4, 5, 6} .

c) If we code the ten cards by the numerals 1, 2, . . . , 10 then N = {(x, y)|1 <= x <= 10, 1 <= y <= 10, x and y integers}.