Question

Graph the following inequalities on the same grid and shade the solution region that is common to all of the inequalities.
a. y => 6 - 2/3x
b. y <= 4 + x
c. y <= 11 - 8(x - 7)

Answer 1

@nincompoop

Answer 2

Please help @nincompoop

Answer 3

Which do you need help with, graphing the three lines, or shading the thing?

Answer 4

YOU HAVE TO GRAPH FIRST, THEN SHADE

Answer 5

right, which do you need help with?

Answer 6

Um solving them.. Idk how to do it really

Answer 7

But just wait like ten or so minutes. I will brb

Answer 8

For each line, you need two points to graph them
pick a small x value and calculate what y is for 2 values of x

graph all three lines that way

Answer 9

the line is dotted if it not inclued, greater than or less than

the line is solid if it is included, greater than or equal to, or less than or equal to

Answer 10

if greater, shade above, if less shade below the line

the solution set is the overlapping region of all three lines

Answer 11

here is a small short video series to learn it... i have to run...
goodluck

https://www.khanacademy.org/math/algebra-basics/core-algebra-graphing-lines-slope/core-algebra-graphing-linear-inequalities/v/graphing-inequalities-2

Answer 12

here is the solution to check after you figure it out... it is the overlapping of all three lines region

Answer 13

https://www.desmos.com/calculator