According to the square root of the given terms, The options A And C is correct which is:
Square root of one hundred thirty > one hundred eleven
One hundred eleven > square root of one hundred thirty.
According to the statement
we have to compare the square root of the 130 and 111 with the given options.
So, For this purpose, we know that the
Square root is a factor of a number that, when multiplied by itself, gives the original number.
So, From the given information:
The numbers are 130 and the 111.
Then
Square root of 130 = 11.40
And
Square root of 111 = 10.53.
Now compare it with the given options:
A.
square root of one hundred thirty > one hundred eleven
11.40 > 10.53
This is correct option.
B.
square root of one hundred thirty = one hundred eleven
11.40 = 111
This is wrong option.
C.
one hundred eleven > square root of one hundred thirty
111 > 11.40
This is a correct option.
D.
one hundred eleven < square root of one hundred thirty
111 < 11.40
This is a wrong option.
So, According to the square root of the given terms, The options A And C is correct which is:
Square root of one hundred thirty > one hundred eleven
One hundred eleven > square root of one hundred thirty.
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