Project ForgeEngineering Mathematics
Calculus
GATE 2011
Easy
A series expansion for the function sin θ is
- A1 - θ²/2! + θ⁴/4! - ...
- θ - θ³/3! + θ⁵/5! - ...
- C1 + θ + θ²/2! + θ³/3! + ...
- Dθ + θ³/3! + θ⁵/5! + ...
Explanation
The Maclaurin series for sin θ is θ - θ³/3! + θ⁵/5! - θ⁷/7! + ..., an alternating series in odd powers of θ.
Source: GATE ME 2011 (2011)
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