Statement-1 If `AuuB=AuuC` and `AnnB=AnnC`, then B = C. Statement-2 `Auu(BnnC)=(AuuB)nn(AuuC)`
Statement-1 If `AuuB=AuuC` and `AnnB=AnnC`, then B = C.
Statement-2 `Auu(BnnC)=(AuuB)nn(AuuC)`
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Correct Answer - a
We have, `B=Buu(AnnB)`
`=Buu(AnnC)" "[Because AnnB = AnnC]`
`=(AuuC)nn(BuuC)" "[because AuuB = AuuC]`
`=(AnnB)uuC`
`=(AnnC)uuC" "[Because AnnB = AnnC]`
= C
Hence, Statement-1 is true, Statement-2 is true, Statement-2 is correct explanation of Statement-2.
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