Prove that: 2^13–2^10–2^9 is divisible by 13
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Answered by
1
Take 2^9 common
=2^9( 2^4 - 2^1 - 2^0)
=2^9( 16 - 2 - 1)
=2^9(13)
Therefore the given equation is divisible by 13
Answered by
3
hello friend here is the solution
by taking 2^9 common from your eq we get
==>
hence proved hope it helps !
by taking 2^9 common from your eq we get
==>
hence proved hope it helps !
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