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A planning committee for a major development project must consist six members. There are eight architects and five engineers available to choose from. 3.1) In how many different ways can this planning committee be formed (rounded off to zero decimals)?

Question

A planning committee for a major development project must consist six members. There are eight architects and five engineers available to choose from.
3.1) In how many different ways can this planning committee be formed (rounded off to zero decimals)?

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Step 1

Introduction:

Combination:

Suppose there are n distinct items in a population. From these items, r distinct items are to be chosen, without any added constraints, in such a way that the order of choosing does not have any particular importance.

Then, the number of possible ways in which, the r dis...

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