>> syms n
>> solve(40*n^1.5 - 875*n + 35000);
>> double(ans)
ans =
1.0e+002 *
3.8402 + 0.0000i
0.6269 - 0.0000iTo use MATLAB's function for solving non-polynomial equations, you need to first define the equation using the "syms" command, which creates symbolic variables. Then, use the "solve" function, passing in the equation and the variable you want to solve for as arguments. The function will return the solution(s) to the equation.
The "solve" function in MATLAB can solve equations with any type of non-polynomial expression, such as trigonometric functions, exponential functions, and logarithmic functions. It can also solve systems of equations with both polynomial and non-polynomial terms.
Yes, the "solve" function in MATLAB can handle equations with multiple variables. You just need to specify which variable you want to solve for in the function call.
There is no specific limit to the complexity of equations that can be solved using the "solve" function in MATLAB. However, as the complexity increases, the computation time may also increase.
The "solve" function in MATLAB uses numerical methods to find approximate solutions to equations. The accuracy of the solution depends on the complexity of the equation and the accuracy of the initial guess provided to the function. It is always a good idea to check the solution by plugging it back into the original equation to see if it satisfies the equation.