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Mr Nguyen VCE Maths Methods 11

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May 18, 2017

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6E: sketching cubic graphs in the form f(x)=a(x-h)^3+k and its inverse graph y=x^1/3

June 18, 2017

objective: to recognise the general equation of cubic graphs where a is the dilation factor from the x-axis and (h,k) is the point of inflection

6G- cubics inequalities

June 19, 2017

objective: able to sketch three types of cubic functions, and solve the inequalities equation.

Objectives: similar to ex 6C, we need to factorise the cubic equation and apply the Null Factor Law learned in chapter 3-Quadratics. Case 1: factors form. Use Null factor loaw Case 2: groupings- factorise the first two terms, factor out the common factor, and finally null factor law case 3: apply factor theorem, long division, cross method and finally null factor law

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asymptote
ch6
chapter 7
chapter4
circles
cubic graphs
cubics equations
dilation factor
factor theorem
graphs

hyperbola
inequalities
matrices
null factor law
odd and even function
point of inflection
polynomials
quartic function
squareroot
studytips
transformation
truncus

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Mr Nguyen VCE Maths Methods 11

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6E: sketching cubic graphs in the form f(x)=a(x-h)^3+k and its inverse graph y=x^1/3

6G- cubics inequalities

6D:solving cubics equations