AI SL General Calculus Review скачать в хорошем качестве

AI SL General Calculus Review

0:00 - Intro 0:09 - 1.a) Derivative of a function f’(x) (SL5.2) 5:32 - 1.b) Gradient of a tangent line (SL5.4) 9:48 - 1.c) Parallel tangent lines (SL5.4) 17:07 - 2.a.i) Finding y-intercept (SL2.5) 20:55 - 2.a.ii) Identify parameters of a quadratic function (SL2.5) 23:10 - 2.a.iii) Linear Solve: Finding equation of a quadratic (SL2.5) 27:32 - 3.b) Using integrals: Find the areas under a curve (SL5.5) 31:12 - 3.a) Determine increasing/decreasing behaviour of a function at a point (SL5.2) 36:33 - 3.b) Anti-differentiation: Finding an original function (SL5.2) 43:04 - 4.a) Find an expression to be optimized (SL5.7) 47:09 - 4.b) Optimized quantities over time (SL5.7) 50:41 - 5.a) Find a parameter based on a given rate of change (SL5.2) 55:02 - 5.b) Modelling results (SL2.5) 1:00:38 - 6.a.i) Derivatives of functions (SL5.2) 1:02:43 - 6.a.ii) Optimization using derivatives (SL5.6) 1:07:01 - 6.a.iii) Definite integrals and areas (SL5.5) 1:09:19 - 6.a.iiii) Areas under curves (SL5.5) 1:10:01 6.a.iiiii) Trapezoidal rule and errors (SL5.8) 1:14:40 - 6.a.iiiiii) Improving trapezoidal approximations (SL5.8) 1:16:06 - 7.a) Derivatives of functions (SL5.2) 1:17:11 - 7.b) Equations of normals (SL5.4) 1:24:33 - 8.a) Increasing and decreasing functions (SL5.2) 1:26:24 - 8.b) Integrating rates of change (SL5.5) 1:28:52 - 9.a) Approximations using trapezoidal rule (SL5.8) 1:32:02 - 9.b) Percentage errors (SL1.6) 1:33:15 - 10.a) Derivatives of functions (SL5.2) 1:34:18 - 10.b.i) Solving optimization problems (SL5.6) 1:37:16 - 10.b.ii) Interpreting optimized values (SL2.6) 1:41:05 - 11.a) Areas between curves (SL5.5) 1:43:28 - 11.b.i) Setting up definite integrals (SL5.5) 1:44:43 - 11.b.ii) Evaluating definite integrals (SL5.5) 1:45:20 - 11.c) Areas between curves (SL5.5) 1:48:27 - 12.a.i) Angles of sectors (SL3.4) 1:58:03 - 12.a.ii) Areas of sectors (SL3.4) 1:58:33 0 12.b.i) Areas involving circles (SL3.4) 1:59:18 - 12.b.ii) Areas within larger shapes (SL3.4) 2:03:31 - 12.c) Optimizing a function (SL5.6)