In this post, let’s look at curve sketching of common functions as tested in H2 A Level Maths.

Let’s look at what are parametric equations and how to sketch them using the graphic calculator (Ti84).

The graph of y = (ax² + bx + c) / (dx+e) has the following: Deriving the asymptotes: The asymptotes can be derived by the…

In this post, you’ll learn how to sketch rectangular hyperbolas of the form y = (ax+b)/ (cx+d). You’ll also learn how to find their asymptotes.

The equation of ellipses take the form: (x-H)²/A²- (y-K)²/B² = 1 OR (y-K)²/B² – (x-H)²/A² = 1 Using the Graphic Calculator to obtain a sketch…

The equation of ellipses take the form: (x-a)²/c²+(y-b)²/d² = 1 where (a, b) is the centre of the ellipse, c is the width of the…

The equations of circles take the form: (x-a)²+(y-b)² = r² where (a, b) is the centre of the circle, and r is the radius. When…