P.o.t.W. #1

IB Maths: Analysis & Approaches: P.o.t.W. #1

■ GDC is allowed ■SL: parts (a) & (b) HL: all parts(a) Determine the exact area bounded by the graph of \(f\left( x \right) = \sqrt {4 - {x^2}} \) and the x-axis.(b) Consider the function \(g\left( x \right) = \sqrt {\frac{{x + 2}}{p}} \) where \(p > \frac{1}{2}\). (i) The graphs of \(f\) and \(g\) intersect at two points. Write down the coordinates of the point of intersection where the x-coordinate is negative.

To access the entire contents of this site, you need to log in or subscribe to it.

You can also request a Free trial or check the blog (which is also free)

All materials on this website are for the exclusive use of teachers and students at subscribing schools for the period of their subscription. Any unauthorised copying or posting of materials on other websites is an infringement of our copyright and could result in your account being blocked and legal action being taken against you.