=>
\(\frac{(1+2^{18})}{(2^4+2^{10})}\) =\(\frac{(1+2^{18})}{(2^4(1+2^6))}\) =\(\frac{(1+2^6)(1-2^6+2^{12})}{(2^4(1+2^6))}\)
=\(\frac{(1-2^6+2^{12})}{2^4}\) ≒\(2^8\)
Therefore, the answer is D.
Answer: D
...
\(\frac{(1+2^{18})}{(2^4+2^{10})}\) =\(\frac{(1+2^{18})}{(2^4(1+2^6))}\) =\(\frac{(1+2^6)(1-2^6+2^{12})}{(2^4(1+2^6))}\)
=\(\frac{(1-2^6+2^{12})}{2^4}\) ≒\(2^8\)
Therefore, the answer is D.
Answer: D
...
.jpg)
