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sp09ta
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1. Suppose the curve f(x)=(x^4)+a(x^3)+b(x^2)+cx+d has tangent line when x=0 with equation y=2x+1, and a tangent line when x=1 with equation y=2-3x. Find a,b,c,d
2. d/dx f(x)g(x)=g*f`+f*g`
3. f`(x)=4x^3+3ax^2+2bx+c
x=0 y=2x+1 y=1 (0,1) is a point on f(x)
x=1 y=2x-3 y=-1 (1,-1) is a point on f(x)
This question really has me stumped... I just need a hint to get the ball rolling...
2. d/dx f(x)g(x)=g*f`+f*g`
3. f`(x)=4x^3+3ax^2+2bx+c
x=0 y=2x+1 y=1 (0,1) is a point on f(x)
x=1 y=2x-3 y=-1 (1,-1) is a point on f(x)
This question really has me stumped... I just need a hint to get the ball rolling...
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