Question

click it

Answer 1

yay

Answer 2

so which grade are you in jones?

Answer 3

i dunno why this happens always...it gets posted more than once!!! lol

Answer 4

\[y>x+4\]\[y \ge 1/2x +3\]\[y<3x-1\]\[1. x+y<-6\]\[2. y<x\]

Answer 5

9th

Answer 6

and match the answer with the problme you answered.. the editor messed it up

Answer 7

u say that u got 5 equations and u need points so that u may plot the graphs, did i get u right?

Answer 8

yesir

Answer 9

okay i'll do one for you , and you may follow up with the rest so that u may learn how to do it..is that fine jones?

Answer 10

yes it is

Answer 11

but i will post my answers for you to check tho.. is THAT ok.....lol.

Answer 12

yeah...will try..lol...

Answer 13

\[y > x + 4\]
http://tinyurl.com/45oujoz

Answer 14

\[y \ge (1/2)x + 3\]
http://tinyurl.com/4q2yx6l

Answer 15

lol krb thx lol

Answer 16

\[y < 3x-1\]
http://tinyurl.com/6zhwlty

Answer 17

umm thinker you can still post. so i can see if i knoew how to do them

Answer 18

x + y < -6
http://tinyurl.com/6dtjurx

Answer 19

y < x
http://tinyurl.com/4aezqtn

Answer 20

jones, if u just want the answers , u can try http://www.wolframalpha.com/input/?i=solve+y%3E%3D%281%2F2%29x%2B3 for now for y>=1/2x+3....but the actual procedure to solve these is to substitute the x to get y and u can try subs a few lie this, and when u finally join these points, u get a line, depending whether the inequality is > or < u can shade the graph..

is that making sense?

Answer 21

1) y > x + 4

Remove the > and pretend it's an = sign.
Graph y = x + 4
Shade the upper region.

Answer 22

2) \[y \ge (1/2)x + 3\]
Same steps as above
Graph y = (1/2)x + 3
Shade the upper region, the line should be solid. Above it should be a dashed line

Answer 23

3) y < 3x - 1
Graph y = 3x-1
Dashed line, shade lower region.

You get the idea?

Answer 24

when inequality is '>' shade the greater ( upper) region , when its '<' shade the lesser(lower) area

Answer 25

got it jones?