5 3/5+2 2/10+3 1/15+4 3/25
integral((2-x)/(a+x+0.25x²))
X(t) = e^{-at} \cos(\Omega_0 t)u(t)
∑0n(2n−1)2\sum_{0}^{n}{(2n-1)^2}0∑n(2n−1)2
θ = tan^-1(22.5/0.40)
inv tan (22,5/,4)=
A kaukau farmer incurred a total cost of K1,600 and K2,500 from producing 5 and 8 kaukau
bags respectively in two separate weeks...
(x+y)^2
3-3/2 y=2y+5
3-3/2y=2y+5
