Question
In how many ways will a team of 5 people be selected out
of 12 people such that a specific person will always be selected, and a specific person will always remain?Solution
total people =12 1 always must choose which means now we must choose from the remaining 11. 4 players. But 1 player is never chosen it means 4 to choose from (11-1=10) =10C4 =10! / (4! Γ6!) = (10Γ9Γ8Γ7)/ (4Γ3Γ2Γ1) =210.
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56 # 8 # 4 # 32...
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252 $ 28 $ 17 $ ...
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132 Γ ...
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If a ÷...
If β Γ β means β + β. β+β means βΓ·β, β-β means βΓβ and βΓ·β means β-β, then 9 Γ 8 β 5 + 40 Γ· 3 = (?)
...