Draw the graph of the inequality: y > 4 x +3 You can refer to Participation Activities 11 and 12 in the Reading and Participation section Graphing Linear Inequalities. Those two activities can give you practice in drawing graphs of linear inequalities in Mobius. Part a: Find two points on the associated line. Often it's smart to start with the values z =0 and z = 1. The point (0, Number ) is on the line y = 4 x +3. The point (1, Number ) is on the line y = 4 x +3. Part b: Find a point that satisfies the strict inequality y > 4 x + 3. The point (0, ) satisfies y > 4 x +3. Part c: To sketch this inequality, first sketch the boundary line using the icon and then use the
Draw the graph of the inequality: y > 4 x +3 You can refer to Participation Activities 11 and 12 in the Reading and Participation section Graphing Linear Inequalities. Those two activities can give you practice in drawing graphs of linear inequalities in Mobius. Part a: Find two points on the associated line. Often it's smart to start with the values z =0 and z = 1. The point (0, Number ) is on the line y = 4 x +3. The point (1, Number ) is on the line y = 4 x +3. Part b: Find a point that satisfies the strict inequality y > 4 x + 3. The point (0, ) satisfies y > 4 x +3. Part c: To sketch this inequality, first sketch the boundary line using the icon and then use the
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Transcribed Image Text:Draw the graph of the inequality:
y> 4 x +3
You can refer to Participation Activities 11 and 12 in the Reading and Participation section Graphing
Linear Inequalities. Those two activities can give you practice in drawing graphs of linear inequalities in
Mobius.
Part a: Find two points on the associated line. Often it's smart to start with the values x =
0 and x = 1.
The point (0, Number
) is on the line y = 4 x + 3.
The point (1, Number
) is on the line y = 4 x +3.
Part b: Find a point that satisfies the strict inequality y > 4 x + 3.
The point (0,
A ) satisfies y > 4 x + 3.
Part c: To sketch this inequality, first sketch the boundary line using the
icon and then use the
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