Part 2. Differentiable functions of one variable: Learning. allowance, exit data unknown. — 42 s. The manual contains 200 tasks on the following topics:What is a derivative?Production elementary functions. Re-differentiation. Different ways of constructing functions. Lagrange's theorem, or formula of finite increments. Extremities of Differentiable Functions . Bernoulli-Lopital Rules . Taylor's Local Formula . Asymptotic decomposition technique. Creating Schedules. Differentials, or the principle of linearity of infinitesimal increments . Vector functions of scalar argument