IB Maths Resources from British International School ...



Limits of functions Name……………1. Evaluate:limx→∞3x2-x-25x2+4x+12. Evaluate:limx→∞x2+x3-x3. Evaluate:limx→∞x2x4+14. By making into a fraction first, evaluate:limx→∞(9x2+x - 3x)5. By considering the graph, evaluate:limx→2+arctan?(1x-2)8. Using L’Hospital’s Rule find:limx→1ln?(x)x-19. Using L’Hospital’s Rule twice find:limx→∞exx210. Using L’Hospital’s Rule and then simplifying findlimx→∞lnx3x11. Using L’Hospital’s Rule three times findlimx→0tanx-x x311. Rewriting as a fraction, use L’Hospital’s Rule to findlimx→0+xlnx12. Rewriting as a fraction, use L’Hospital’s Rule to findlimx→π2-secx-tanx ................
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