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If nC10 = nC12 , find 23Cn
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u know the identity: \(\huge ^nC_r=^nC_{n-r}\)
Yes
so here r=10 n-r=12 n-10=12 n=22 ok?
now \(\huge ^{23}C_{22}=^{23}C_{23-22}=^{23}C_{1}=??\)
@Viks u know how to find 23C1 ?
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Noo
\(\huge ^{n}C_{r}=\frac{n!}{r!(n-r)!}\) so 23C1 will be 23!/(1!*22!)=23*22!/22!=23 ok?
Okay
If nPr =720 and nCr = 120 Find r
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