Any schools teach perms and combs in year 11 (1 Viewer)

[Kolmias]

Why would they teach you combs? Surely you already know how to brush your hair.

 

[Green Yoda]

wtf what have you done in school?

Also did you receive the shit I sent you?

2u: algebra and arithmetic, functions, trig
3u: further algebra and functions and inequalities, quadratics reducible to equations, rational functions, trig

 

[eyeseeyou]

2u: algebra and arithmetic, functions, trig
3u: further algebra functions and inequalities, quadratics reducible to equations, rational functions, trig

your school teaches trig pree early

what textbook do u use

 

[Green Yoda]

Fitzpatrick, we don't go in order.

 

[eyeseeyou]

Fitzpatrick, we don't go in order.

lol same here. At times we don't go in order either

when r u doing polynomials (3u)?

 

[Green Yoda]

lol same here. At times we don't go in order either

when r u doing polynomials (3u)?

mid term 3 I think

 

[Green Yoda]

we do parametrics at the end of yr 11 tho

 

[eyeseeyou]

mid term 3 I think

not too bad i guess since it is a HSC topic (I think)

When r u doing probaility?

 

[eyeseeyou]

we do parametrics at the end of yr 11 tho

lol I do that at the start of yr 12 (I think)

When do you do locus and parabola?

 

[Green Yoda]

lol I do that at the start of yr 12 (I think)

When do you do locus and parabola?

end of term 2

 

[Green Yoda]

not too bad i guess since it is a HSC topic (I think)

When r u doing probaility?

probability and prems and combs at the end of yr 12..last topic

 

[eyeseeyou]

end of term 2

lmao I do it at the end of term three or the start of term 4 (term 1 hsc)

 

[eyeseeyou]

Rathin, what's done before parametrics?

 

[Green Yoda]

Rathin, what's done before parametrics?

polynomials

 

[eyeseeyou]

polynomials

okay

did you receive my pm?

 

[leehuan]

Progression of my school:

Basic arithmetic and algebra -> Other inequalities -> Plane geometry -> Circle geometry -> Real functions -> Trigonometric Ratios -> Further trigonometry -> Linear Functions -> Angle between two lines -> Internal and external division of lines into ratios -> Tangent to a Curve and Derivative of a Function -> The Quadratic polynomial and the Parabola -> Parametric Represenation -> Polynomials --> Permutations and Combinations

---------->

Geometric Applications of Differentiation -> Coordinate methods in geometry -> Applications of geometrical properties -> Probability -> Series and Series Applications -> Integration -> Methods of integration -> Logarithmic and Exponential functions -> Trigonometric functions -> Primitives of sin²(x) and cos²(x) -> Inverse functions and Inverse Trigonometric Functions -> Applications of Calculus to the physical world IN CONJUNCTION WITH Equation dN/dt = k(N-P), Velocity and acceleration as a function of x, Simple harmonic motion, Projectile motion -> Iterative methods for numerical estimation of the roots of a polynomial equation -> Induction -> Binomial Theorem -> Further probability


As per syllabus names

 

[eyeseeyou]

Progression of my school:

Basic arithmetic and algebra -> Other inequalities -> Plane geometry -> Circle geometry -> Real functions -> Trigonometric Ratios -> Further trigonometry -> Linear Functions -> Angle between two lines -> Internal and external division of lines into ratios -> Tangent to a Curve and Derivative of a Function -> The Quadratic polynomial and the Parabola -> Parametric Represenation -> Polynomials --> Permutations and Combinations

---------->

Geometric Applications of Differentiation -> Coordinate methods in geometry -> Applications of geometrical properties -> Probability -> Series and Series Applications -> Integration -> Methods of integration -> Logarithmic and Exponential functions -> Trigonometric functions -> Primitives of sin²(x) and cos²(x) -> Inverse functions and Inverse Trigonometric Functions -> Applications of Calculus to the physical world IN CONJUNCTION WITH Equation dN/dt = k(N-P), Velocity and acceleration as a function of x, Simple harmonic motion, Projectile motion -> Iterative methods for numerical estimation of the roots of a polynomial equation -> Induction -> Binomial Theorem -> Further probability


As per syllabus names

wat rank?

 

[leehuan]

My school rank was shit last year. But it wasn't my fault

 

[gizdonk2]

Our first was super hard factorising and algebra, then circles, then combs and perms

 

[Paradoxica]

Our first was super hard factorising and algebra, then circles, then combs and perms

"hard" factorising?

What is this foreign concept you speak of.