
The value of \[{(100)^0}\]is ________.
A. 1
B. 0
C. 100
D. 1000
Answer
594k+ views
Hint: Any real number between \[ - \infty \]to \[\infty \] with the power as zero, the value of that number is always 1.
Complete step-by-step answer:
So the way we approach the solution is,
Any real number between \[ - \infty \]to \[\infty \] with the power as zero, it’s value is always 1.
Now, we also have, \[ - \infty < 100 < \infty \] and also \[100 \in \mathbb{R}\].
Then, as we go forward, we also have \[{(100)^0}\]= 1.
So, The answer is option A which is 1.
Note: The problem is totally based on facts. If the facts are unknown to you it is not easy to solve them as the derivation or the proof is not an easy one.
Complete step-by-step answer:
So the way we approach the solution is,
Any real number between \[ - \infty \]to \[\infty \] with the power as zero, it’s value is always 1.
Now, we also have, \[ - \infty < 100 < \infty \] and also \[100 \in \mathbb{R}\].
Then, as we go forward, we also have \[{(100)^0}\]= 1.
So, The answer is option A which is 1.
Note: The problem is totally based on facts. If the facts are unknown to you it is not easy to solve them as the derivation or the proof is not an easy one.
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