Question
Guess the irrational numbers that lies between 
Hint:
Irrational numbers refer to those numbers that cannot be represented as a simple fraction.
The correct answer is:
GIVEN-
Given numbers- 4 & √21
TO FIND-
Irrational numbers between the given numbers from the given options
SOLUTION-
We know that 4 = √16
Hence, we need to find irrational numbers that are between √16 and √21.
We know that whole numbers between 16 & 21 are 17, 18, 19 and 20.
Hence, the irrational numbers between √16 and √21 are √17, √18, √19 and √20.
From the given options, option a satisfies this condition.
FINAL ANSWER-
Option 'a' i.e. '√17 and √18' is the correct answer to the given question.
Related Questions to study
What should come in place of both x in the equation
What should come in place of both x in the equation
Guess the smallest rational numbers among 
Guess the smallest rational numbers among
Guess the smallest rational numbers among 
Guess the smallest rational numbers among
How many two-digit numbers satisfy the following property given below:
The last digit (unit's digit) of the square of the two-digit number is 8?
How many two-digit numbers satisfy the following property given below:
The last digit (unit's digit) of the square of the two-digit number is 8?
Two-third of two-fifth of three-fourth of a number is 36. What is the square root of four-fifth of that number?
Two-third of two-fifth of three-fourth of a number is 36. What is the square root of four-fifth of that number?
Students of a class collected as many paise from each student of class as is the number of students in that class. If the total collection is Rs. 59.29, then find the total number of students in the class.
Students of a class collected as many paise from each student of class as is the number of students in that class. If the total collection is Rs. 59.29, then find the total number of students in the class.
The cube root of .000216 is
The cube root of .000216 is
What is the smallest number by which 3600 be divided to make it a perfect cube?
What is the smallest number by which 3600 be divided to make it a perfect cube?
The largest four-digit number, which is a perfect cube, is:
The largest four-digit number, which is a perfect cube, is:
The least number that should be multiplied with 1008 to make it a perfect square is
Alternatively, the question can be solved by multiply numbers in each of the options given and then check whether the resultant number is a perfect square or not-
a. 5
1008 * 5 = 5040
We know that 5040 is not a perfect square because √5040 = 12√35.
b. 2
1008 * 2 = 2016
We know that 2016 is not a perfect square because √2016 = 12√14.
c. 7
1008 * 7 = 7056
We know that 7056 is a perfect square because √7056 = 84.
d. 8
1008 * 8 = 8064
We know that 8064 is not a perfect square because √8064 = 24√14.
FINAL ANSWER REMAINS THE SAME.
The least number that should be multiplied with 1008 to make it a perfect square is
Alternatively, the question can be solved by multiply numbers in each of the options given and then check whether the resultant number is a perfect square or not-
a. 5
1008 * 5 = 5040
We know that 5040 is not a perfect square because √5040 = 12√35.
b. 2
1008 * 2 = 2016
We know that 2016 is not a perfect square because √2016 = 12√14.
c. 7
1008 * 7 = 7056
We know that 7056 is a perfect square because √7056 = 84.
d. 8
1008 * 8 = 8064
We know that 8064 is not a perfect square because √8064 = 24√14.
FINAL ANSWER REMAINS THE SAME.
. Round your answer to the nearest whole number.
is between which two integers?
