Understanding Scholarship Calculus 2017 Q5
Exploring Scholarship Calculus 2017 Q5 reveals several interesting facts. (a) A nasty trig identity and polynomial with trigonometric roots (b) The limit of a recursive sequence.
Key Takeaways about Scholarship Calculus 2017 Q5
- (a) A proof involving complex numbers solved algebraically and geometrically (b) Finding the maximum difference between the ...
- Uh hello this video is for NCA
- Same question done using the discriminant directly instead of sum and product of roots.
- (a) Differentiating y=x^x^x using logs (b) Finding a pattern for an nth derivative and linear combinations of trig functions (c) ...
- University of Oxford Mathematician Dr Tom Crawford sits the New Zealand
Detailed Analysis of Scholarship Calculus 2017 Q5
Introduction/Question 1: 00:00 Question 2: 33:55 Question 3: 1:10:05 Question 4: 1:32:14 Question 5: 1:57:20 Hello on this ... (a) Connecting the roots of a polynomial to a trig proof (b)(i) A 3D linear programming problem (b)(ii) Finding the critical path of a ... (a) Finding the equation of a general normal (b) Finding the equation of the normal that leads to the lowest point of intersection (c) ...
(a) Finding the real part of a complex number involving fractions (b) A sequence and series problem (spherical ball bearings ...
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