Question

Graph the linear inequality.
y<1/5x+6

Answer 1

Lets determine weather our line will be dashed or dotted any ideas?

Answer 2

*whether

Answer 3

i think solid line is < or > correct me if I am wrong lol

Answer 4

Incorrect it would be a dashed line because a solid line is used for
\[\le ~or \ge \]

Answer 5

okay so how do we do this

Answer 6

Ok
When our starting point is since the y intercept is 6

Answer 7

The site is lagging

Answer 8

Starting point is 6

Answer 9

is that the answer I am confused, sorry

Answer 10

Well its really hard to show graphing problems on here when the site lags so yes this is the graph of the inequality It starts at 6 all values less than 6 are shaded.

Answer 11

okay, i apoligize

Answer 12

Its alright :) its not your fault but the graph is the answer

Answer 13

Do you understand though?

Answer 14

yes I do now thanks

Answer 15

np =)

Answer 16

Here's the actual way you would do it, if you were doing it in a class:

You first graph the line y = (1/5)x + 6

And before you graph it, you have to determine whether the graph is dotted or full. In our case it is dotted. Dotted/dashed same thing :P

Next you plug in a random point into the equation y < (1/5)x + 6 to see which side you should shade.

Answer 17

If you need me to go more in-depth, just ask :)