1. Graph the following functions on the same set of axes on the interval [-7, 57/2). f(t) = 2 cos t g(t) sin(3t). %3D (a) Set the limits on the vertical axis to -3, 3). (b) Label the horizontal axis with "time t" and the vertical axis with "position". (c) Include an appropriate title for your graph. (d) Graph f(r) = 2 cost using a solid blue curve, and the graph for f (x) = sin(3t) a dashed black curve %3D %3D (e) Make a legend that clearly describes each curve. (f) Make the thickness of both curves 2 point. (g) Make the font of the legend 14 point and move to an appropriate place on the plot.

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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1. Graph the following functions on the same set of axes on the interval [-T, 57/2).
f(t)
g(t)
= 2 cos t
sin(3t).
(a) Set the limits on the vertical axis to [-3, 3.
11
(b) Label the horizontal axis with "time t " and the vertical axis with "position".
(c) Include an appropriate title for your graph.
(d) Graph f(r) = 2 cos t using a solid blue curve, and the graph for f(x) = sin(3t) a dashed
black curve
%3D
(e) Make a legend that clearly describes cach curve.
(f) Make the thickness of both curves 2 point.
(g) Make the font of the legend 14 point and move to an appropriate place on the plot.
Transcribed Image Text:1. Graph the following functions on the same set of axes on the interval [-T, 57/2). f(t) g(t) = 2 cos t sin(3t). (a) Set the limits on the vertical axis to [-3, 3. 11 (b) Label the horizontal axis with "time t " and the vertical axis with "position". (c) Include an appropriate title for your graph. (d) Graph f(r) = 2 cos t using a solid blue curve, and the graph for f(x) = sin(3t) a dashed black curve %3D (e) Make a legend that clearly describes cach curve. (f) Make the thickness of both curves 2 point. (g) Make the font of the legend 14 point and move to an appropriate place on the plot.
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