The sum is
13[(1/2)^0+(1/2)^1+...+(1/2)^13]
that is
13*[1-(1/2)^14]/(1-1/2)]=26[(1-(1/2)^14]
So the answer is 26[(1-(1/2)^14]
The sum is
13[(1/2)^0+(1/2)^1+...+(1/2)^13]
that is
13*[1-(1/2)^14]/(1-1/2)]=26[(1-(1/2)^14]
So the answer is 26[(1-(1/2)^14]
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