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makayla robbins

makayla r.

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Chapter 3: Natural Selection and Adaptation Questions 3-1. Consider the first 2 panels (A, B) from figure 1 of Elliot et al. 2013. a. Which tradeoff is illustrated by this figure, when focusing on the thick-billed murre? Answer: b. What role might this tradeoff have played in the evolution of flightlessness in penguins? Answer: c. Does this data indicate that wings incapable of flight are an adaptation in penguins? To what behavior are these wings adapted? Answer: c. How does the evolution of flightlessness in penguins illustrate the role of tradeoffs in constraining evolution? Answer: Question 3-2. Consider the first copy of an allele for insecticide resistance that arises by mutation in a population of insects exposed to an insecticide. Answer each of the following. a. Is this mutation an adaptation? Answer: b. If, after some generations, we find that most of the population is resistant, is the resistance an adaptation? Answer: c. If we discover genetic variation for insecticide resistance in a population that has had no experience of insecticides, is the variation an adaptation? Answer: d. If an insect population is polymorphic for two alleles, each of which confers resistance against one of two pesticides that are alternately applied, is the variation an adaptation? Or is each of the two

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What does nicotine do to cilia in the lungs? Group of answer choices Instantly destroys them Paralyzes them Thickens them Accumulates on the,

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If in a drought year, your right to water use has been restricted while your neighbor's use is unlimited. The local water right law behind this is appropriative rights riparian rights consumptive rights cumulative rights

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The variable u is proportional to the cube of a. Also u = 1715 and a = 7. Write an equation that states this relationship.

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The solid shaft with a 100 mm diameter shown below is subjected to a force of 30P which acts along the axis of the shaft and is applied at the center of the shaft and a force P which is applied in the y direction 600 mm from the z = 0 axis. a) Determine the internal forces and moments at a plane containing points A and B and perpendicular to the x-axis (be sure to specify all of them) b) Determine the state of stress at point A which lies on the surface of the shaft along the y axis in terms of the load P. c) Determine the state of stress at point B which lies on the surface of the shaft along the z axis in terms of the load P.

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Consider the following function. f(x) = x³ + 5 (a) Find the inverse function of f. f?¹(x) =

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DI am not using and programming language to do this exercise so we doing things like p f p f r p f r p f f etc and then give a big theta estimate 3. Write a program that paints the following perimeter floor pattern How long is your program in terms of number of commands? If the floor was of size n-by-n give a big-O estimate for the length of the program needed to paint the same pattern. Explain how you derived your estimate.

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Texts: from the ground. The height, s, of the e formula s=-16t^2+67t. Find how

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Consider the curve given by the function f(x) = 20x^2 - 1 Fill in the blanks below. If a feature does not apply, then write "NONE" a) Domain of f b) x and y coordinates of x-intercept(s) of f c) x and y coordinates of y-intercept(s) of f d) Equation(s) of vertical asymptote(s) e) Equation(s) of horizontal asymptote(s)

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For an irreversible, cyclic process the change in entropy in the thermodynamic system is and in the surroundings is

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