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If 2/(1 !3!)+2/(3!7!)+1/(3!5!)=2^m/(m!),...

If `2/(1 !3!)+2/(3!7!)+1/(3!5!)=2^m/(m!),` then orthocentre of the triangle having sides `x-y+1=0,x+y+3=0and 2x+5y-2=0` is

A

`(2m-2n,m-n)`

B

`(2m-2n,n-m)`

C

`(2m-n,m+n)`

D

`(2m-n,m-n)`

Text Solution

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The correct Answer is:
A
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