Exploring Scholarship Calculus 2015 Q1
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- (a) A sneaky algebraic equation (b)(1) Another equation solved using a substitution (b)(2) A linear programming problem with a ...
- (a) A system of equations involving logs and exponents (b) The car and statue problem (a tangent question) (c) The spread of a ...
- (a) Proving a trig identity by using De Moivre's Theorem (b) An arithmetic sequence involving logs and trig (c) A gargantuan trig ...
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- Disguised quadratic. Look carefully before you start.
In-Depth Information on Scholarship Calculus 2015 Q1
(a) A surface of revolution (b) Find a differentiable function whose gradient is equal to itself cubed (c) A salt problem (differential ... Integration. Surface area of solid of revolution. Differential equation - brine in a tank. First order DE. Separating variables. Particular solution.
(a) An optimisation problem solved in a few different ways (b) Finding the 2016th derivative of a product in factorial form.
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