Please explain!
The circle's radius is half the diameter or 4pi/2 = 2pi.
Since area is A = pi(r^2) when we set r= 2pi we get
A = pi(2pi)^2 = pi(4pi^2) = 4pi^3 so a = 4 and b = 3.
12
A = Ï(4Ï/2)²
= 4ϳ
= aÏ^b
ab = 4*3 = 12
The area of a circle is A:
A = pi * r^2
since the the diameter is 4 pi, then the radius is 2 pi. Therefore A is:
A = pi * 4 pi^2 = 4 pi ^ 3 = a pi^b
Comparing leads to :
a = 4 and b = 3
area = Ïr²
r = d/2 = 4Ï/2 = 2Ï
r² = 4ϲ
plug 4ϲ into the formula for area.
area=(pi)r^2
r=4(pi)/2
(pi)*(4(pi)/2)^2 = 16(pi)^3/4 = 4(pi)^3
a=4
b=3
ab=12
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Verified answer
The circle's radius is half the diameter or 4pi/2 = 2pi.
Since area is A = pi(r^2) when we set r= 2pi we get
A = pi(2pi)^2 = pi(4pi^2) = 4pi^3 so a = 4 and b = 3.
12
A = Ï(4Ï/2)²
= 4ϳ
= aÏ^b
ab = 4*3 = 12
The area of a circle is A:
A = pi * r^2
since the the diameter is 4 pi, then the radius is 2 pi. Therefore A is:
A = pi * 4 pi^2 = 4 pi ^ 3 = a pi^b
Comparing leads to :
a = 4 and b = 3
area = Ïr²
r = d/2 = 4Ï/2 = 2Ï
r² = 4ϲ
plug 4ϲ into the formula for area.
area=(pi)r^2
r=4(pi)/2
(pi)*(4(pi)/2)^2 = 16(pi)^3/4 = 4(pi)^3
a=4
b=3
ab=12