Question

Use anonymous function method to create the function $e^{-x}\sin(x)-\ln(x^2+10^{-5})$. Then use the \"fplot\" command to plot it over a range of x values from $-\pi$ to $\pi$. If there any roots in this range, use the \"fzero\" command to find them.

Name: Use anonymous function method to create the function e^-xsin(x)-ln(x^2+10^-5). Then use the f̈plotc̈ommand to plot it over a range of x values from -π to π. If there any roots in this range, use the f̈zeroc̈ommand to find them.
Uploaded: 2022-08-19T20:25:20-08:00
Duration: 1 min 9 s
Channel: Suzanne W.
Description: Use anonymous function method to create the function e^-xsin(x)-ln(x^2+10^-5). Then use the f̈plotc̈ommand to plot it over a range of x values from -π to π. If there any roots in this range, use the f̈zeroc̈ommand to find them.

          Use anonymous function method to create the function $e^{-x}\sin(x)-\ln(x^2+10^{-5})$. Then use the \"fplot\" command to plot it over a range of x values from $-\pi$ to $\pi$. If there any roots in this range, use the \"fzero\" command to find them.

Use anonymous function method to create the function e^-xsin(x)-ln(x^2+10^-5). Then use the f̈plotc̈ommand to plot it over a range of x values from -π to π. If there any roots in this range, use the f̈zeroc̈ommand to find them.

Added by Kristie K.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Suzanne W.

08/19/2022

Step 1

The given equation is e*sin(x) - In(x^2) + 10 - 5. We can create an anonymous function for this equation using the following syntax: f = @(x) exp(1)*sin(x) - log(x^2) + 10 - 5; Show more…

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Text: Use the anonymous function method to create the function e*sin(x) - In(x^2) + 10 - 5. Then use the "fplot" command to plot it over a range of x values from -∞ to +∞. If there are any roots in this range, use the "fzero" command to find them.