107 831
Assignments Done
100%
Successfully Done
In May 2025
In May 2025
Your physics assignments can be a real challenge, and the due date can be really close — feel free to use our assistance and get the desired result.
Physics
Be sure that math assignments completed by our experts will be error-free and done according to your instructions specified in the submitted order form.
Math
Our experts will gladly share their knowledge and help you with programming projects. Keep up with the world’s newest programming trends.
Programming
Answer to Question #48346 in Calculus for Bob
Question #48346
Give the equation of the line tangent to the curve f(x) = (x^(2) + 1)/(e^(2x)+sqrt(x)) at the point (1,f(1))
Expert's answer
Learn more about our help with Assignments: CalculusPre-CalculusDifferential CalculusMultivariable Calculus
Comments
Dear Bob. Thank you for adding information.
Dear Bender. Thank you for adding information.
Shouldn't the derivative of e^(2x) be 2e^(2x) and wouldn't m = (2(e^2+1) - 2(2e^2+(1/2)) / (e^2+1)^2) = (2e^2+2 - 4e^2 -1) / (e^2+1)^2 m = -2e^2+1/(e^2+1)^2 m= approx -.1958 Then sub m for = -.1958, y = 2/(e^2+1), and x = 1 to solve for b b= approx 0.4342
Shouldn't the derivative of e^(2x) be 2e^(2x) and wouldn't m = (2(e^2+1) - 2(2e^2+(1/2)) / (e^2+1)^2) = (2e^2+2 - 4e^2 -1) / (e^2+1)^2 m = (-2e^2+1) / (e^2+1)^2 m= approx -.1958 Then sub m for = -.1958, y = 2/(e^2+1), and x = 1 to solve for b b= approx 0.4342
Leave a comment