Advertisements
Advertisements
Question
The area of a square plot is `101 1/400`m2. Find the length of one side of the plot.
Advertisements
Solution
Let length of the square plot be a.
Then, the area of square = a2
According to the question,
Area = `101 1/400`m2 ...[Given]
∴ a2 = `101 1/400`
⇒ a2 = `40401/400`
⇒ a = `sqrt(40401/400)`
⇒ a = `sqrt((201 xx 201)/(20 xx 20)`
∴ a = `201/20 = 10 1/20`m ...[Taking square root on both sides]
Hence, the length of one side of the plot is `10 1/20`m.
APPEARS IN
RELATED QUESTIONS
What could be the possible ‘one’s’ digit of the square root of the given number?
9801
Find the square root of:
\[21\frac{2797}{3364}\]
Evaluate `sqrt(25/32 xx 2 13/18 xx 0.25)`
Evaluate: `sqrt((5 + 2 21/25) xx 0.169/1.6)`
If `sqrt784` = 28, find the value of:
`sqrt(7.84) + sqrt(78400)`
Find the square root of: 0.2916
Find the square root of: 27.3529
Find the square root of: 0.602 correct to two places of decimal
Find the square root of the following correct to two decimal place: `6 7/8`
Given that `sqrt(4096) = 64`, the value of `sqrt(4096) + sqrt(40.96)` is ______.
