Question: aP ( x ) = x - 4 x ^ ( 2 ) + 8 x ^ ( 4 ) + 1 b int

aP(x)=x-4x^(2)+8x^(4)+1
b\int_0^1(x+1)e^(-xy)dy
c2x+3y+5z+t=41
7x+2y-z=-28
-x+2y-7z-2t=46
3x+7y-6z+t=31
dx :
x=(tanz)/(z^(2))-logwt+\sqrt(8z+1)
Where z=(\pi )/(4),t=2 and w=10
aP ( x ) = x - 4 x ^ ( 2 ) + 8 x ^ ( 4 ) + 1 b \

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