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External Evaluation of the European Baccalaureate (Annexes)

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82<br />

.0Σ∞=nnnxa<br />

series <strong>of</strong> <strong>the</strong><br />

form<br />

4. nth derivatives;<br />

Maclaurin series<br />

for (1 + x) a<br />

, e x<br />

,<br />

log (1 + x), cos<br />

e<br />

x, sin x, tan -1<br />

x.<br />

5. Series expansion <strong>of</strong><br />

π, using tan -1<br />

x +<br />

tan -1<br />

a = tan -1<br />

1xaxa+−<br />

()1ax

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