Maclaurin Series — H2 Maths Prelim Questions & Worked Solutions
Maclaurin series in H2 Mathematics (9758) covers building series from the standard expansions (MF27) by substitution and composition, the implicit-differentiation method, and small-angle approximations — then using a series to approximate or to read off a coefficient.Real 2025 prelim questions with full worked solutions. For guided help, see our JC H2 Maths tuition.
Anglo-Chinese Junior College · 2025 · Paper 2Binomial expansion of (1-4x^2)^(-1/2), then integrate term by term for arcsin 2x.●●○Dunman High School (DHS) · 2025 · Paper 1ex sin (x+ pi ); binomial match●●○Jurong Pioneer Junior College · 2025 · Paper 11/(4+9x2); arctan series●●●National Junior College · 2025 · Paper 1Binomial and exponential series build a composite expansion, then integrate to approximate an integral.●●●Nanyang Junior College · 2025 · Paper 1cos (t3); integrate; verify●●○Raffles Institution · 2025 · Paper 2Triangle; implicit diff to x5●●●River Valley High School · 2025 · Paper 1Implicit differentiation of a differential equation to build the Maclaurin series for y and e^(arctan 3x).●●○Temasek Junior College · 2025 · Paper 1Small angle; triangle approx.●●○Temasek Junior College · 2025 · Paper 2Implicit differentiation of a log-root function to build and deduce Maclaurin series.●●○Tampines Meridian Junior College · 2025 · Paper 1Maclaurin + sketch + approximationVictoria Junior College · 2025 · Paper 2ln (a+x); composition; integral●●○
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