Use this content finder to find Solution Bank, GeoGebra interactives and Casio calculator support for IAL Mathematics Further Pure Mathematics 2. The chapter links below take you the interactives and calculator support for each chapter and to full worked solutions for each exercise.
2 Series
5 First-order differential equations
6 Second-order differential equations
• Page 6: Explore the solution to the inequality using GeoGebra.
• Page 10: Explore the solution to the inequality using GeoGebra.
• Page 47: Explore the locus of z, when |z – z1| = r, using GeoGebra.
• Page 47: Explore the locus of z, when |z – z1| = |z – z2|, using GeoGebra.
• Page 51: Explore the locus of z, when arg(z – z1 = θ, using GeoGebra.
• Page 56: Explore the locus of z, when |z - a| = k|z - b|, using GeoGebra.
• GeoGebra interactive (COMING SOON)
• Page 59: Explore the locus of z, when arg((z - a)/(z - b)) = θ, using GeoGebra.
• GeoGebra interactive (COMING SOON)
• Page 64: Explore this region using GeoGebra.
• GeoGebra interactive (COMING SOON)
• Page 68: Explore this region using GeoGebra.
• GeoGebra interactive (COMING SOON)
• Page 70: Explore these transformations using GeoGebra.
• GeoGebra interactive (COMING SOON)
• Review exercise 1 SolutionBank
• Page 93: Explore families of solution curves using GeoGebra.
• GeoGebra interactive (COMING SOON)
• Page 130: This expansion is valid for -1 , x < 1. If you use a computer to generate the graphs of the successive Maclaurin polynomials you will see that they converge to the graph of ln (1 + x) between x = -1 and x = 1, but outside that interval they diverge rapidly. Explore this using GeoGebra.
• GeoGebra interactive (COMING SOON)
• Page 138: Explore the Taylor series expansion of f(x) = tan x using GeoGebra.
• Page 155: Explore curves given in polar form using GeoGebra.
• Page 159: Explore the area enclosed by a loop of the polar curve with the form r = a sin θ using GeoGebra.
• Review exercise 2 SolutionBank
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