So i have a test tomorrow on all the topics we have done, and i wrote a list, and it's rather long. well that's what i thought. how much have you all done in spesh?
what we've done so far:
circular functions- basics (eg. identities, reciprocal, sin & cos rules etc), inverse, graphs
graphs of functions
complex numbers-what they are, conjugate root theorem, subsets of the complex plane, factorizing over C, complex equations, rectangular/polar form of complex numbers, de moivre's theorem
vectors- what they are, dot product, vector proofs, linear dependence, scalar/vector resolutes, variable vectors
mechanics- basic stuff, friction & sloping planes, connected systems,
differentiation- (basic stuff all assumed) double differentiation, graphs of the 2nd derivative, implicit differentiation, integration, linear substitution, partial fractions.
well i suppose its not a massive list, but still what have other school covered?