Asked by Anonymous
The equation r = (sqrt A)/(pi) gives the radius r of circle with area A. What is the radius of a circle with the given area? Write your answer as a simplified radical and as a decimal rounded to the nearest hundredth.
a. 50 ft^2
a. 50 ft^2
Answers
Answered by
Damon
r = sqrt(50) /sqrt pi = sqrt (25*2) /sqrt pi
= (5 sqrt 2) /sqrt pi
3.98 ft
= (5 sqrt 2) /sqrt pi
3.98 ft
Answered by
Damon
by the way you wrote that wrong
pi r^2 = A
r^2 = (A/pi)
r = sqrt (A/pi)
which is
sqrt A/sqrt pi
pi r^2 = A
r^2 = (A/pi)
r = sqrt (A/pi)
which is
sqrt A/sqrt pi
Answered by
Anonymous
That's exactly what it said in the textbook.
Answered by
Anonymous
The formula.
Answered by
Damon
It is incorrect then
The area of a circle is pi r^2
a = pi r^2
r^2 = a/pi
r = sqrt (a/pi) = sqrt a/srt pi
NOT
(sqrt a) / pi NO !
The text did NOT make that error, like no way. It is in your parentheses.
The area of a circle is pi r^2
a = pi r^2
r^2 = a/pi
r = sqrt (a/pi) = sqrt a/srt pi
NOT
(sqrt a) / pi NO !
The text did NOT make that error, like no way. It is in your parentheses.
Answered by
sbez
perhaps[is a computer]text/book may refer env of any 'even',en the slang of 'authored book'circle of publishers,factor geom address etc,informations!
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