DP Further Mathematics HL Questionbank
2.7
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Description
[N/A]Directly related questions
- 16M.1.hl.TZ0.5: Consider the curve C given by \(y = {x^3}\). The tangent at a point P on \(C\) meets the curve...
- 17M.1.hl.TZ0.8b: Given that \({\rm{S\hat OT}}\) is a right-angle, where O is the origin, determine the possible...
- 17M.1.hl.TZ0.8a: Show that \({t^2} + st + 2 = 0\).
- 15M.1.hl.TZ0.10c: Find the equation of the tangent to the curve when \(\theta = \frac{\pi }{3}\).
- 15M.1.hl.TZ0.10b: As the wheel rolls, the point A traces out a curve. Show that the gradient of this curve is...
- 15M.1.hl.TZ0.10a: Find the coordinates of \({\text{A}}\) in terms of \(r\) and \(\theta \).
- SPNone.1.hl.TZ0.5a: The point \({\rm{T}}(a{t^2},2at)\) lies on the parabola \({y^2} = 4ax\) . Show that the tangent...
Sub sections and their related questions
Parametric equations.
- SPNone.1.hl.TZ0.5a: The point \({\rm{T}}(a{t^2},2at)\) lies on the parabola \({y^2} = 4ax\) . Show that the tangent...
- 15M.1.hl.TZ0.10a: Find the coordinates of \({\text{A}}\) in terms of \(r\) and \(\theta \).
- 16M.1.hl.TZ0.5: Consider the curve C given by \(y = {x^3}\). The tangent at a point P on \(C\) meets the curve...
Parametric differentiation.
- 15M.1.hl.TZ0.10b: As the wheel rolls, the point A traces out a curve. Show that the gradient of this curve is...
- 16M.1.hl.TZ0.5: Consider the curve C given by \(y = {x^3}\). The tangent at a point P on \(C\) meets the curve...
