Math
posted by JL on .
Could someone answer this question so I understand it. Thanks.
Find the antiderivitive of the following derivitive that satisfies the given condition.
dy/dx = 4x+4/3rd root of x
y(1)=0
y(x)=

remember
INT vdu=uv= INT udv ?
let du= x^1/3 u= 3/2 x^2/3
v= (4x+3)
so, your above integral must equal
uvINT udv
or
3/2 x^(2/3)*(4x+3)INT 6 x^2/3 dx
and you can finish that.