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What about the numbers which comes in between the two square numbers?
What about the numbers which comes in between the two square numbers?
If we see the numbers 5^2=25 and 6^2=36 there comes many natural numbers between 25 and 36 but we can notice that there is no natural number between 5 and 6 so,the numbers which comes in between two perfect squares or square numbers are called non perfect squares
If we see the numbers 5^2=25 and 6^2=36 there comes many natural numbers between 25 and 36 but we can notice that there is no natural number between 5 and 6 so,the numbers which comes in between two perfect squares or square numbers are called non perfect squares.
How to find square of a negative numbers?
=== Evaluation ===
=== Evaluation ===
# The product obtained is 16 then how many beads are supposed to be taken?
# The product obtained is 16 then how many beads are supposed to be taken?
# Name the perfect square between 20 and 30?
# Name the perfect square between 20 and 30?
#
# What is the square of 0?
== Finding square of a negative number ==
As we have already learnt how to find a square of a natural number,suppose if there is any integer -2.
How do we find its square?
Do we have the square of negative integers also?
To answer all these questions let us recall the squaring of a natural number
consider 3^2,we can write 3^2 as 3*3 which is 9
similarly let us take any negative integer such as (-4)^2,
We can write this as (-4)*(-4), when we use the rules of multiplication of two negative integers the product becomes positive such that [-*-=+]then the square also becomes positive.
