Advertisements
Advertisements
Question
Is it possible for the square of a number to end with 5 zeroes ? Give reason.
Advertisements
Solution
No, it is not possible for the square of a number, to have 5 zeroes which is odd because the number of zeros of the square must be 2n zeroes i.e., even number of zeroes
APPEARS IN
RELATED QUESTIONS
What could be the possible ‘one’s’ digit of the square root of the given number?
99856
What could be the possible ‘one’s’ digit of the square root of the given number?
657666025
Find the square root of:
\[21\frac{2797}{3364}\]
Find the smallest number by which 10368 be divided, so that the result is a perfect square. Also, find the square root of the resulting numbers.
If `sqrt784` = 28, find the value of:
`sqrt(7.84) + sqrt(78400)`
State, whether the square of the following number is even or odd?
23
Evaluate: 852 – 842
Which letter best represents the location of `sqrt(25)` on a number line?

A perfect square number having n digits where n is even will have square root with ______.
Given that `sqrt(4096) = 64`, the value of `sqrt(4096) + sqrt(40.96)` is ______.
