+0

# Noice

-2
89
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CU Look at this!!

Find a linear inequality with the following solution set. Each grid line represents one unit.

(Give your answer in the form  or  where   and  are integers with no common factor greater than 1.)

Mar 24, 2020

#1
+1

Note  that  the points  (0,1)  and (1,0)  are on the boundary  of the graph

The equation of an equality  would  be  this

y = [ (0 - 1) / (1 - 0) ] x  + 1

y = [ -1/1]x  + 1

y = -x  +  1

We   need to turn this into an inequality  [ I'm assuming that  the  line is solid ]

So  we either have

y ≤ - x + 1      or      y  ≥  -x +  1

To see which  inequality  is correct....note  that  the point (0,0)  is in the  feasible area

So

0 ≤    =   -0   +  1

0 ≤  1     is  true......so  the  correct inequality is

y ≤  - x  + 1   Mar 24, 2020
#2
+2

Wow! You make it look so easy, Chris! Nice!!!!

CalTheGreat  Mar 24, 2020
#3
-2

See you? CU? You want me to see this? I can only see you! Not this! I can only C U not this...

im so ded im so ded im so ded

im so boredddddddddddd arhahragrhaghrghaghrghagrghaghrghagrhgar

Mar 24, 2020