Find the square root of 0.00324.
0.05692
To find the square root of 0.00324, convert the decimal into a fraction and evaluate:
1. Express 0.00324 as a fraction:0.00324 = 324 / 100,000
2. Apply the square root rule for fractions:√(0.00324) = √(324 / 100,000) = √(324) / √(100,000)
3. Calculate the square root of the numerator and denominator:
• Numerator: √(324) = 18 (since 18 × 18 = 324)
• Denominator: √(100,000) = √(10,000 × 10) = 100√(10) ≈ 100 × 3.16227766 = 316.227766
4. Divide the numerator by the denominator: 18 / 316.227766 ≈ 0.05692099...
Rounding to 5 decimal places yields 0.05692.
Hence, 0.05692
Similar Questions
If √x = 11, what is the value of x + √x?
Which of the following is a perfect square of an even number?
How many natural numbers are there between 11² and 12²?
Find the square root of 64009.
Important Questions from Square and Square Root
The addition of the squares of two numbers in squares is 221. What are those numbers?
Find the value of \(\sqrt{9604} \).
If (584)2 = 341056, then the value of square root of 34.1056 is:
Which one of the following numbers is not a square of any natural number?
The value of \(\sqrt{72+\sqrt{72 +\sqrt{72+.....\infty}}}\) is :
