**29+ Sketch A Graph That Satisfies The Following Conditions
Pictures**. As x approaches positive infinity from the right, f(x) is 0. This should say as x approach positive infinity from the left.

Each chart shows a different trend. So, we actually don't have important points, but when `x` approaches 0 from the right function grows without a bound and we can sketch function, taking into account that functions is decreasing and concave. The graph of a function can intersect a horizontal or oblique asymptote, but can never intersect a vertical asymptote (why?

### Find a rational function that satisfies the given conditions.

This allows to draw graph of the function on some subinterval and then just reflect the result. Whether you're designing a new font, a poster, or begin by importing your sketch into the procreate program. I am pretty good at graphing piecewise functions and considering each condition one by one and graphing it, but this one is really confusing me, i the graph has a positive slope from when x = 1 to when x = 3. Is f(x) continuous at x = 2?