Question
The irrational number between 2 and 2.5 is
Hint:
In this question, we have given the square root number and we have to find in which two numbers it lies. Squares, as well as square roots Both ideas, are diametrically opposed to one another. Squares are the numbers that are produced when a value is multiplied by itself. Here we will use the concept of square root to find the answer.
The correct answer is:
In this question, we have asked to find which irrational number lies in between 2 and 2.5.
A rational number is a number that is in the form of p/q where p and q are integers and q is not equal to 0. Real numbers that cannot be expressed as a straightforward fraction are referred to be irrational numbers.
Let's first write all the square roots starting from 1, we have:
Now the irrational numbers that we have are: , , ,
Out of all the four numbers, is the number which comes in between 
which is in between 2 and 2.5 respectively.
Here we were given the numbers 2 and 2.5 and we were supposed to find which irrational number lies in between them. So we started off with finding the square root of the number and computed which can number can lie in between them, and we found that lies in between 2 and 2.5.
Related Questions to study
None of the square numbers end with _________ at unit’s place.
None of the square numbers end with _________ at unit’s place.
Put the following in order from least to greatest
Here we used the concept of square root, decimal numbers and simplified the numbers first. Then we found out that the correct series is B<C<A which is from smallest to the largest number.
Put the following in order from least to greatest
Here we used the concept of square root, decimal numbers and simplified the numbers first. Then we found out that the correct series is B<C<A which is from smallest to the largest number.
Put the following in order from largest to smallest
Here we used the concept of square root, and decimal numbers and simplified the numbers first. Then we found out that the correct series is A<C<B which is from the smallest to the largest number.
Put the following in order from largest to smallest
Here we used the concept of square root, and decimal numbers and simplified the numbers first. Then we found out that the correct series is A<C<B which is from the smallest to the largest number.
Compare and write <, > or =
Here we used the concept of square root. With the help of that we simplified the given terms from both sides using the algebraic formula and then found out the correct sign that needs to be there! 
Compare and write <, > or =
Here we used the concept of square root. With the help of that we simplified the given terms from both sides using the algebraic formula and then found out the correct sign that needs to be there!
Which point most closely corresponds to the 
on the number line below?
Which point most closely corresponds to the on the number line below?
What is the approximate value of 
So we got the number 12 to find the square root. 12 is not a perfect square so we did a long division method to understand the concept and find out the root. Long division method is explained via text with a reference image. The final answer is 3.464
What is the approximate value of
So we got the number 12 to find the square root. 12 is not a perfect square so we did a long division method to understand the concept and find out the root. Long division method is explained via text with a reference image. The final answer is 3.464
In between what two integers is the square root of 77?
So in this question we the number 77 was given for which we have to find out in between which numbers its square root is present. So after using the square roots of two numbers we found out that the square root of 77 lies in between 8 and 9 which will be decimal number and not the whole number.
In between what two integers is the square root of 77?
So in this question we the number 77 was given for which we have to find out in between which numbers its square root is present. So after using the square roots of two numbers we found out that the square root of 77 lies in between 8 and 9 which will be decimal number and not the whole number.
falls between what two numbers on a number line?
is between which two numbers?
is between which two numbers?
is ___________.
