Over the interval $\displaystyle 3<x<5,$ how poorly does the tangent line at $\displaystyle x=4$ approximate $\displaystyle \sqrt {3+x}$? How about the quadratic taylor polynomial?
I'm really not sure of how to approach this one, help please!
Over the interval $\displaystyle 3<x<5,$ how poorly does the tangent line at $\displaystyle x=4$ approximate $\displaystyle \sqrt {3+x}$? How about the quadratic taylor polynomial?
I'm really not sure of how to approach this one, help please!