Describe a rectangle whose perimeter is 132 ft. and whose area is less than 1 ft ^ 2. Is it possible to find a circle whose circumference is 132 ft. and whose area is less than 1 ft ^ 2? If not, provide an example or write a sentence explaining why no such circle exists. Please list out steps; I suck at this ;p
for a circle : perimeter P = 2*pi*r using this above wrote P = 132 so 132= 2*pi*r -divide both sides by 2 66 = pi*r - so use for pi = 3,14 and divide both sides by 3,14 66/3,14 = r r = 21,019 let be 21 r=21 area of circle = pi*r^2 area the above circle = 3,14*21^2 = 3,14*441 - so this not will be never equal 1 ft^2 hope these will can clarify you in this case of this exercise why not can being possibly true this above wrote ...
than are you here - so do you understand it now clearly sure ?
I understand the circle part clearly now. Thank you!
np was my pleasure - good luck bye
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