
The value of \[{\left( {100} \right)^0}\] is _______
A.1
B.0
C.100
D.1000
Answer
476.7k+ views
Hint: Here, we will use the formula that when any number has a power of 0, then the numerical value of that number is 1 to find the required value.
Complete step-by-step answer:
We are given that \[{\left( {100} \right)^0}\].
We know that the formula that when any number has a power of 0, then the numerical value of that number is 1.
Finding the power of the given number, we get 0
Since the power of the number is 0, we can apply the power rule of zero in the number \[{\left( {100} \right)^0}\].
Simplifying this numbers using the power rule, we get
\[ \Rightarrow {100^0} = 1\]
Thus, the required value is 1.
Hence, the option A is the correct answer.
Note: Students write the number with the power 0 is 0, which is wrong. This is a really simple problem, basic knowledge about the powers is enough.
Complete step-by-step answer:
We are given that \[{\left( {100} \right)^0}\].
We know that the formula that when any number has a power of 0, then the numerical value of that number is 1.
Finding the power of the given number, we get 0
Since the power of the number is 0, we can apply the power rule of zero in the number \[{\left( {100} \right)^0}\].
Simplifying this numbers using the power rule, we get
\[ \Rightarrow {100^0} = 1\]
Thus, the required value is 1.
Hence, the option A is the correct answer.
Note: Students write the number with the power 0 is 0, which is wrong. This is a really simple problem, basic knowledge about the powers is enough.
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