algebraic relationships >> equations , identities, inequalities, functions, partaial fractions , quadratic equations
algebraic topics >> indeces , surds, logarithms, ramainde theorems , pascal triangle
coodrinate geometry>> cartesian geometry of a straight line , circles and parabolas , intersection of lines and curvers, cubic curves , parametric coordinates , loci
trigonometric functions >> radians , arc and sector , trigonometric ratios , sine rule , cosine rule , inverse trigonometric functions , trigonometric equations , general solutions
trigonometric identities >> further solution of equations , the expression a cos Q {tita} + b sin Q , small angles
curver scetching >> even/odd , continuous and periodic functions , general methods y=1/f(x) modulus notation , further inequalities
___________________________________________________
thanks in advance
i took pure mathematics and physics and chemistry at advanced level but maths is being such a pain... cant understand my own notes... please i need easy to understand notes
especially the sine and cosine rules!
thanks
Marlon
algebraic topics >> indeces , surds, logarithms, ramainde theorems , pascal triangle
coodrinate geometry>> cartesian geometry of a straight line , circles and parabolas , intersection of lines and curvers, cubic curves , parametric coordinates , loci
trigonometric functions >> radians , arc and sector , trigonometric ratios , sine rule , cosine rule , inverse trigonometric functions , trigonometric equations , general solutions
trigonometric identities >> further solution of equations , the expression a cos Q {tita} + b sin Q , small angles
curver scetching >> even/odd , continuous and periodic functions , general methods y=1/f(x) modulus notation , further inequalities
___________________________________________________
thanks in advance
i took pure mathematics and physics and chemistry at advanced level but maths is being such a pain... cant understand my own notes... please i need easy to understand notes
especially the sine and cosine rules!
thanks
Marlon
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