Why are exponential functions important in describing population growth?
What will be an ideal response?
The reason why exponential functions govern population growth rate is similar to the way spring oscillators work. The rate at which a population grows, its rate of change with respect to time, depends on how many individuals are in the population to begin with: the more individuals available to procreate the more offspring can be produced. Therefore, the equation that governs the growth of populations is a function whose rate of change (slope) is proportional to itself. This is exactly the definition of an exponential to begin with.
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a. 1.0V b. 1.3V c. 2.0V d. 2.5V
Answer the following statement(s) true (T) or false (F)
The snub cornice has a rafter overhang.
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A. vents B. pressure reducers C. pressure regulators D. relief valves
ASE-Style Multiple Choice Which of the following statements is LEAST-Likely true?
A. A lightweight air grinder is ideal for doing minor rust repair. B. Metal conditioner is an acid compound that neutralizes microscopic rust particles. C. Sandblasting or plastic media blasting should not be used in place of disc and die grinding. D. Rust can form on either side of a metal panel.