Let f (x) = cos x and g(x) = sin x. Find the center of gravity (x, y) of the region between the graphs of f and g on [0, 𝜋/2].
(x, y)=
3 answers
(1.5707963267949, 0)
nope
x = y = 4r/3π =
so it's (4/(3π) , 4/(3π))
CLEARLY not at (π/2,0) which lies on the x-axis, and isn't even inside the circle!
so it's (4/(3π) , 4/(3π))
CLEARLY not at (π/2,0) which lies on the x-axis, and isn't even inside the circle!