MCQ
Choose the correct option: There is no perfect cube which ends in $4.$
- ATrue
- ✓False
- CAmbiguous
- DData insufficient
✓
Answer
Correct option: B.
False
We know,
cube of $4$, i.e. $4^3 = 64,$ which is a perfect cube.
That is, there exists a perfect cube which ends in $4.$
Therefore, the given statement is false and option $B$ is correct.
cube of $4$, i.e. $4^3 = 64,$ which is a perfect cube.
That is, there exists a perfect cube which ends in $4.$
Therefore, the given statement is false and option $B$ is correct.
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