In its most basic form, the limit function takes expression as an argument and finds the limit of the expression as the independent variable goes to zero.įor example, let us calculate the limit of a function f(x) = (x 3 + 5)/(x 4 + 7), as x tends to zero. MATLAB provides the limit function for calculating limits. We will also discuss solving differential equations.įinally, in the Integration chapter, we will discuss integral calculus. In the next chapter Differential, we will compute derivative of an expression and find the local maxima and minima on a graph. In this chapter, we will discuss pre-calculus concepts i.e., calculating limits of functions and verifying the properties of limits. This chapter will deal with problems of calculus. Best of all, you can easily plot the graphs of complex functions and check maxima, minima and other stationery points on a graph by solving the original function, as well as its derivative. MATLAB provides various ways for solving problems of differential and integral calculus, solving differential equations of any degree and calculation of limits.
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