If 2n+² – 2n+¹ + 2n = c × 2n find the value of c.
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Answer:
2^n+2=2^n*4
2^n+1=2^n*2
So,
By simplifying it
2^n*4-2^n*2=c*2^n
Taking the 2^n common from the LHS,
We get is now
2^n(4-2)=c*2^n
2*2^n=c*2^n
From comprasion of LHS and RHS we find the value of c=2
Hope it help you
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