The number of ways to elect a Chair and a Vice Chair is 156.
<h3><u>Amount calculation</u></h3>
Given that the Board of directories has 13 members, to determine how many ways are there to elect a Chair and a Vice-Chair, the following calculation must be made:
As the rule does not affect, because in the two years that have elapsed a different election will be held, the number of ways to elect a Chair and a Vice Chair is 156.
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Answer:
8
Step-by-step explanation:
Given
2² + 10 - 3 × 2 ← evaluate exponent and multiplication
= 4 + 10 - 6 ← evaluate from left to right
= 14 - 6
= 8
Li should use the tenths place as this is the most specific value supplied that still offers a difference in values.