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Chapter 1: Q. 25 (page 14)

Select a setting so that each given point will lie within the viewing window.
0,0,(100,5),(5,150)

Short Answer

Expert verified

The setting so that each given point lie within the viewing window is

Xmin=-10,Xmax=110,Ymin=-10,Ymax=160,Xscl=10,Yscl=10

Step by step solution

01

Step 1.Given information

The points are0,0,(100,5),(5,150)

02

Step 2.Find the settings for viewing window

By observing given points,

The minimum value of is0

The maximum value of is100

The minimum value of is0

The maximum value of is 150

Take each unit on x-axis is10

and y-axis is10.

Write the setting for the viewing window

localid="1646563349986" Xmin=-10,Xmax=110,Ymin=-10,Ymax=160,Xscl=10,Yscl=10.

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Most popular questions from this chapter

Find the length of the line segment. Assume that the endpoints of each line segment have integer coordinates.

In Problem 17-36, solve each equation algebraically. Verify your solution using a graphing utility.

1x+1-5x-4=214

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Which of the following equations might have the graph shown? (More than one answer is possible.)

(a)2x+3y=6(b)-2x+3y=6(c)3x-4y=-12(d)x-y=1(e)x-y=-1(f)y=3x-5(g)y=2x+3(h)y=-3x+3

A cereal company finds that the number of people who will buy one of its products in the first month that it is introduced is linearly related to the amount of money it spends on advertising. If it spends \(40,000 on advertising, then 100,000 boxes of cereal will be sold, and if it spends \)60,000, then 200,000 boxes will be sold.

(a) Write a linear equation that relates the amount A spent on advertising to the number x of boxes the company aims to sell.

(b) How much advertising is needed to sell 300,000 boxes of cereal?

(c) Interpret the slope.
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