Answer:
permutation: placing items in a line, choosing 3-digit lock combinations, and placing first or second in a race
combination: choosing cards from a deck of cards, choosing a committee of 5 people
Explanation:
To determine if the outcome of the event would be found using a permutation or a combination, let us learn the terms.
A permutation refers to the mathematical computation of the number of ways a particular set can be arranged, where the order of the arrangement matters.
It is given by the formula below:
Formula of permutation:
nPr = {n !}/{(n-r) !}
nPr = permutation
n = total number of objects
r = number of objects selected
A permutation refers to the mathematical computation of the number of ways a particular set can be arranged, where the order of the arrangement matters.
It is given by the formula below:
Formula of combination:
nCr = {n !}/{r!(n-r) !}
nCr = number of combinations
n = total number of objects in the set
r = number of choosing objects from the set
Thus, determining if the outcome of the event would be found using a permutation or a combination depends on whether the order of the arrangement matters or not.
Learn more about permutation and combination at https://brainly.com/question/4658834
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