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IB Mathematics: Applications and Interpretation HL · AHL 3: Further Integration · AHL 3.4
Definite integrals by hand and with the calculator Problem set B Answers
Skills
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- (a) \(\frac{160}{3}\) ≈ 53.3
- (b) \(6\)
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- (a) \(- \frac{255}{4}\) = −63.75
- (b) \(63\)
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- (a) \(\sqrt{2}\) ≈ 1.41
- (b) \(\frac{\sqrt{3}}{2}\) ≈ 0.866
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- (a) \(8\)
- (b) \(20\)
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- (a) \(\ln\left(\frac{11}{3}\right)\) ≈ 1.30
- (b) \(10\)
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\(3\sqrt3\) = 5.20
In context
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29.8 grams
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\(\frac{288}{5}\) = 57.6 m
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24 thousand views
Stretch
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k = 4
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\(\frac{45}{4} + 4\ln 8\) ≈ 19.6
jmaths.xyz · AI HL · AHL 3.4 Definite integrals by hand and with the calculator