A square patio has an area of 200 square feet. How long is each side of the patio to the nearest tenth?
Answers
Answered by
22
Hey mate ^_^
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Solution:
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If patio is square it means that area of if is A=a^2 where a is one side.
Now we can substitute A=200 and solve eq
a^2=> 200
a => root 200
a => 14.1421
Now we are rounding to the nearest tenths
a=14.1 because next number is 4 and is less then 5.
The result is 14.1
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Answer: 14.1
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#Be Brainly❤️
========
Solution:
========
If patio is square it means that area of if is A=a^2 where a is one side.
Now we can substitute A=200 and solve eq
a^2=> 200
a => root 200
a => 14.1421
Now we are rounding to the nearest tenths
a=14.1 because next number is 4 and is less then 5.
The result is 14.1
===========
Answer: 14.1
===========
#Be Brainly❤️
minanazar2006:
thanksss
Answered by
3
square root of 200 = 14.142
nearest tenth = 14.1ft
√200 ≈14.14
You need to estimate the square root of 200 ft². Rewrite 200 as 2 x 100, then square root of (2*100) is:
10*sqrt(2). The sqrt(2) = 1.414, so the length of each side of the square will be 10*1.414 = 14.14 ft or about 14 ft.
HOPE IT HELPS ✌
nearest tenth = 14.1ft
√200 ≈14.14
You need to estimate the square root of 200 ft². Rewrite 200 as 2 x 100, then square root of (2*100) is:
10*sqrt(2). The sqrt(2) = 1.414, so the length of each side of the square will be 10*1.414 = 14.14 ft or about 14 ft.
HOPE IT HELPS ✌
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