2.15* Make up a table with columns headed by values of kx running from x = − λ/2 to x = +λ in intervals of x of A/4-of course, k = 2π/λ. In each column place the corresponding values of cos(kx - 7/4) and beneath that the values of cos(kx + 3π/4). Next plot the functions 15 cos(kx - π/4) and 25 cos(kx + 3π/4).

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.3: Trigonometric Functions Of Real Numbers
Problem 44E
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2.15* Make up a table with columns headed by values of kx running from
x = -λ/2 to x = +λ in intervals of x of A/4-of course, k = 2π/λ. In
each column place the corresponding values of cos(kx - π/4) and
beneath that the values of cos(kx + 3/4). Next plot the functions
15 cos(kx - π/4) and 25 cos (kx + 3π/4).
Transcribed Image Text:2.15* Make up a table with columns headed by values of kx running from x = -λ/2 to x = +λ in intervals of x of A/4-of course, k = 2π/λ. In each column place the corresponding values of cos(kx - π/4) and beneath that the values of cos(kx + 3/4). Next plot the functions 15 cos(kx - π/4) and 25 cos (kx + 3π/4).
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