6. Apply Taylor's Theorem to find the power series (centered at 0) for the function f(x) = 1 / (x + 1), and find the radius of convergence.
5. Sketch the graph of the function f(x) = 2x / (1 + x²). Label the intercept, relative extremes, points of inflection, and asymptotes. State the domain of the function.
4. Evaluate the following integral.
(vi) ∫1 / (2 + sinα + cosα) dα
20.A biological species is defined as a group of organisms that (A)are physically similar (B)are genetically similar (C) share a common ancestor (D)live together (E)can inbreed in nature and produce fertile offspring
19.During which phase of mitosis does the nuclear envelope re-form and the nucleoli reappear? (A)anaphase (B)metaphase (C) prophase (D)interphase (E)telophase
18.Oxygen crosses a plasma membrane by (A)osmosis (B)phagocytosis (C) active transport (D)pinocytosis (E)passive transport