For Exercises 41-42, graph one complete period of the function. Identify the x - intercept and evaluate the function for x values midway between the x - intercept and the asymptotes. (See Example 3) a. y = 2 cot π x b. y = − 1 4 cot π x
For Exercises 41-42, graph one complete period of the function. Identify the x - intercept and evaluate the function for x values midway between the x - intercept and the asymptotes. (See Example 3) a. y = 2 cot π x b. y = − 1 4 cot π x
Solution Summary: The author analyzes the trigonometric function y=2mathrmcotpi x for one complete period.
For Exercises 41-42, graph one complete period of the function. Identify the
x
-
intercept and evaluate the function for
x
values midway between the
x
-
intercept and the asymptotes. (See Example 3)
Suppose the weight of a person was measured every five years according to the table shown.
Determine whether the weight of the person was ever 120 pounds.
a (age)
5
10
15
20
25
35
W (pounds)
40
55
125
170
185
180
175
The weight would reach 120 pounds sometime between ages 5 and 10.
It is impossible to determine if the person ever weighed 120 pounds based on the information given.
The weight would reach 120 pounds sometime between ages 10 and 15.
The weight would reach 120 pounds sometime between ages 15 and 20.
30
Which function below matches this graph?
y-1/2tan(x)
y-1/2sec(x)
y-1/2tan(x)
y= 1/2sedx)
Determine the period, vertical asymptotes, key points and make a table of values for this function. Graph it over a two period interval. (I don’t need a graph, my doubt is in the rest and and meaning of the two period interval)
y=-1+2tanx
A Problem Solving Approach To Mathematics For Elementary School Teachers (13th Edition)
Knowledge Booster
Learn more about
Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, calculus and related others by exploring similar questions and additional content below.