The following examples are based on this graph of a piecewise function which has a jump at x = 1: Example question 1: What is the limit of f(x) as x approaches 2? Solution:“f(x)” is the function value at 2 (a.
All functions have certain properties, or distinct features, which can be very useful when trying to analyze them. The following common properties of functions describe how a graph is shaped, what happens as x-values increase, and whether the functions can be further analyzed with calculus: Domai...
How to graph a function without a calculator? How can I graph f(x) = (sin x) x on [-5pi, 5pi] ? Using Desmos, how can we describe what the graph shows? How to graph point-plotting method this equation? x=y^2 + 2 Explain why the graph does or does not represent a function...
Anabsolute value functionhas a unique “V” shape when plotted on a graph. This is due to the fact that the absolute value of a negative number makes that number positive. The absolute value parent function. The absolute value parent function is written as: f(x) = │x│ where: ...