the-witch-of-agnesi-curve-is-given-by-y125x225yfrac125x225-determine-the-equatio

Question

The witch of Agnesi curve is given by y=125x2+25y=\frac{125}{$$x^2+25$$}. Determine the equation of the tangent line to the curve at x=4x=4.

Accepted Answer

y=−10001681x+91251681 y=-\frac{1000}{1681}x+\frac{9125}{1681}

Answer

y=10001681x+91251681y=\frac{1000}{1681}x+\frac{9125}{1681}

Answer

y=−10001681x−91251681y=-\frac{1000}{1681}x-\frac{9125}{1681}

Answer

y=10001681x−91251681y=\frac{1000}{1681}x-\frac{9125}{1681}

The witch of Agnesi curve is given by y=125x2+25y=\(\frac{125}{x^2+25}\). Determine the equation of the tangent line to the curve at x=4x=4.