Hooke's Law, Springs in Series (½k) vs. Parallel (2k) & Elastic Potential Energy (½kx²)
Master Hooke's Law, Springs in Series (½k) vs. Parallel (2k) & Elastic Potential Energy (½kx²) on the ESAT Physics paper. Traditional classroom derivations waste valuable seconds. Using the 2-step Sub-90 invariant elimination method compresses solve time to 35s, saving +105s per question.
2-Step Sub-90 Shortcut Formula
How to eliminate intermediate algebra and solve under 45 seconds.
Establish the structural invariant and eliminate impossible options immediately.
Evaluate the simplified expression using integer factoring or unit elimination.
Distractor Trap Forensics
The predictable cognitive traps engineered by examiners into the wrong options.
Substituting total stretched length L instead of extension x = L - L₀ into F = kx or E = (1/2)kx²
Forgetting to subtract the unstretched natural length L₀.
Using 2k for springs in series and k/2 for springs in parallel (confusing with resistor rules)
Applying series/parallel resistor formulas directly instead of stiffness rules (parallel = 2k, series = k/2).
Omitting 1/2 in elastic potential energy Eₑ = (1/2)kx² = (1/2)Fx
Calculating work done stretching a spring as F*x instead of average force (1/2)F*x.
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