Chapter 1: Problem 1
In Exercises \(1-4,\) find the coordinate increments from \(A\) to \(B\). $$A(1,2), \quad B(-1,-1)$$
Chapter 1: Problem 1
In Exercises \(1-4,\) find the coordinate increments from \(A\) to \(B\). $$A(1,2), \quad B(-1,-1)$$
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Get started for freeIn Exercises 45 and \(46,\) a parametrization is given for a curve.
(a) Graph the curve. What are the initial and terminal points, if any?
Indicate the direction in which the curve is traced.
(b) Find a Cartesian equation for a curve that contains the parametrized
curve. What portion of the graph of the Cartesian equation is traced by the
parametrized curve?
$$x=\tan t, \quad y=-2 \sec t, \quad-\pi / 2
In Exercises 49 and \(50,\) (a) draw the graph of the function. Then find its (b) domain and (c) range. $$f(x)=-|3-x|+2$$
Multiple Choice Which of the following gives the best approximation for the zero of \(f(x)=4-e^{x} ?\) (A) \(x=-1.386 \quad\) (B) \(x=0.386 \quad\) (C) \(x=1.386\) (D) \(x=3 \quad\) (E) there are no zeros
You may use a graphing calculator to solve the following problems. True or False The number \(3^{-2}\) is negative. Justify your answer.
In Exercises 61 and \(62,\) graph one period of the function. \(f(x)=\sin (60 x)\)
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