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squares of an even numbers is always
square root of 2401 is
A number is multiplied by itself and then 85 is added to the product. If the final result is 254 then the original number is
The number must be subtracted from 13245 to get a perfect square is
Find the smallest square number which is exactly divisible by 15, 25, 30 is
LCM of 15, 25, 30 is 150
900 is divisible by 150
The square root of \(21\dfrac{2797}{3364} \) is
The square root of 0.000529 is
If \(\sqrt2=1.414,\sqrt3=1.732,\sqrt5=2.236 \) Then the value of \(\sqrt{\dfrac{800}{45}} \) is
The value of y such that \(\sqrt{188+\sqrt{53+\sqrt y}}=14 \) is
A ship sails 42 km due east and then 25 km due north. How far is the ship from its starting position when it completes this voyage?
The length of the diagonal of a rectangular field is 61 m and the length of one side is 60m. The width of the field is
Find the value of x
Which of the following is not a perfect square?
The number must be subtracted from 2329 to get a perfect square is
The greatest four digit number which is a perfect square is
The sum of the numbers \(1+3+5+7+9+11+13+15+17+19+21+23\) is equal to
There are 12 even numbers in the series. So, the sum is 144.
The Pythagorean triplet whose smallest number is 14 is
The number 16777216 is the square of which one of the following numbers?
The value of \(\sqrt{3018+\sqrt{36+\sqrt{169}}} \) is
If \(a=\sqrt2+1,b=\sqrt21 \) then the value of \(\dfrac{a^2+ab+b^2}{a^2ab+b^2} \) is
Which of the following numbers cannot be the area of a square that has an integer value side
There are two numbers such that sum of the numbers is 48 and their difference is 8. Find the difference of their squares.
Adding both the equation
There are two squares and the ratio of their perimeter is 8:19. If the area of the first square is 1600 then what is the area of the second one?
A group of students in a class collects â‚¹ 9216. The amount contributed by each student is equivalent to the number of students in the class. The number of students in the class are
Find the value of \(\sqrt{\dfrac{0.256\times0.081\times4.356}{1.5625\times0.0121\times129.6\times64}} \)
The cost of fencing around a square field whose area is 9 hectares. If the rate of fencing the field is â‚¹3.50 per meter is
Area
Length
Perimeter
Cost of fencing
A teacher wants to draw up his 16160 student in the form of a complete square and finds that he has 31 students left over. The number of students in the front row is
Number of students
The least square number divisible by each one of 8, 9, 10 is
LCM of
If we multiply the above number by 2 and 5
it becomes a perfect square.
So, the number = 3600
The value of \(2+\dfrac{1}{\sqrt2}+\dfrac{1}{2+\sqrt2}+\dfrac{1}{\sqrt22}\) is
If the two number is such that \(\mathrm{m+n = 45}\) and \(\mathrm{m^2n^2 = 45}\) then the value of m is
Adding both the equations
Ram think of consecutive whole numbers whose product is y. Find the difference of square of the larger number and the smaller number.
A number n is called a square number if there exists
The square root of \(\dfrac{36}{5} \) correct upto two decimal places is
The smallest fraction that must be added to the square root of \(5\dfrac{19}{25} \) so that the resulting number is a positive whole number is
Find the number of natural numbers such that its square lies between 101 and 300 is
There are 7 natural numbers such that its square lies between 101 and 300.
The value of \(\sqrt{100}\sqrt{441} \) is
The smallest perfect square number that is larger than the smallest 4 digit number is
There are two numbers such that the difference of their squares is 85 and their difference is 5. Find the sum of the numbers.
If \(\sqrt{4096}=64 \) then the value of \(\sqrt{4096}+\sqrt{40.96}+\sqrt{0.004096} \) is
The value of \(\sqrt{6+\sqrt{ 6+\sqrt{ 6+…}}} \) is
Let
Squaring both the sides we get
The value is