MCQ
If $2^n=4096$, then $2^{n-5}=$
- ✓$128$
- B$64$
- C$256$
- D$32$
✓
Answer
Correct option: A.
$128$
Since,
As, $2^n=4096$
$\Rightarrow 2^n=2^{12}$
Comparing the exponent of both the sides, we get:
$n =12$
Now, $2^{n-5}=2^{12-5}$
$=2^7$
$=128$
Hence, the correct alternative is option $(a).$
As, $2^n=4096$
$\Rightarrow 2^n=2^{12}$
Comparing the exponent of both the sides, we get:
$n =12$
Now, $2^{n-5}=2^{12-5}$
$=2^7$
$=128$
Hence, the correct alternative is option $(a).$
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