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Consider the functions f(x) = x and g(x) = sin x on the interval (0, ). (a) Complete the table and make a conjecture about which is the greater function on the interval (0, ). (b) Use a graphing utility to graph the functions and use the graphs to make a conjecture about which is the greater function on the interval (0, ). (c) Prove that f(x) > g(x) on the interval (0, ). [Hint: Show that h′(x) > 0, where h = f − g.]
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- Find the derivative of each function at the given point and interpret the physical meaning of this quantity. Include units in your answer The gravitational force of attraction between two masses separated by a distance of x meters is inversely proportional to thesquare of the distance between them, which implies that the forceis described by the function F(x) = k/x2, for some constant k,where F(x) is measured in newtons. Find F′(10), expressing youranswer in terms of ksuppose S and T are infinite sets and Φ : S→T is a function that is not onto have S and T the same cardinality? prove (use mapping)(b)Evaluate the integration of the function. f(x) = 1 + e* sin 4x over the fixed interval [a,b]= [0,1] up to the three decimal places using the trapezoidal with h =1 and 0.5 rule.
- Perform 3 trainingsteps of the Hebbian earing rues o fid the optimal weights using the continuous actlvation function f (net) = — 1and the following data specifyingthe initial welghts W = 1; Wi = ; WY =05 ,and the tralning Inputs: T,-m 7 X % | X[ X 1 -2 15 |¢ 1 [05[2 |15 0 1 -1 15Express the interval in terms of inequalities, and then graph the interval. (2,8]