wow at first I thought this was a legit question and contest sorta
but lol its just your math homework

and inequalities are simple

RIP_Tupac wrote Wow seriously you guys can't do this? This is like 6th grade math. Ehh well, half of you are probably in 6th grade.

o haha very funny dude but I didn't learn this til Algebra in like 8th grade i think
its been so long

aca25 wrote Sean has 20 days to paint as many play houses and sheds as he is able. The sheds can be painted at a rate of 2.5 per day,and the play houses can be painted at a rate of 2 per day. He has 45 structures that need to be painted.
a. write a system of inequalities to represent the possible ways sean can paint the structures
b. if the profit is $26 per shed and $30 per play house, how many of each should he paint
c. what is the maximum profit

plz help me

hahaha this is ur homework!!!! =D

aca25 wrote Sean has 20 days to paint as many play houses and sheds as he is able. The sheds can be painted at a rate of 2.5 per day,and the play houses can be painted at a rate of 2 per day. He has 45 structures that need to be painted.

a. write a system of inequalities to represent the possible ways sean can paint the structures
b. if the profit is $26 per shed and $30 per play house, how many of each should he paint
c. what is the maximum profit

plz help me

2.5s + 2h = 20
s + h = 45 (-2.5) -------
v
2.5s + 2h = 20 v
-2.5s - 2.5h = - 112.5<<<v
---------------
-.5h = -92.5

h = 185

S = Sheds
H = Play Houses

I think you wrote down the problem wrong.

xZ_KoSMiC_Xz wrote

aca25 wrote Sean has 20 days to paint as many play houses and sheds as he is able. The sheds can be painted at a rate of 2.5 per day,and the play houses can be painted at a rate of 2 per day. He has 45 structures that need to be painted.

a. write a system of inequalities to represent the possible ways sean can paint the structures
b. if the profit is $26 per shed and $30 per play house, how many of each should he paint
c. what is the maximum profit

plz help me

2.5s + 2h = 20
s + h = 45 (-2.5) -------
v
2.5s + 2h = 20 v
-2.5s - 2.5h = - 112.5<<<v
---------------
-.5h = -92.5

h = 185

S = Sheds
H = Play Houses

I think you wrote down the problem wrong.

jeez ur pretty smart eh???

In the general decision someone has a HW post going and there good at it go look there

xZ_KoSMiC_Xz wrote

aca25 wrote Sean has 20 days to paint as many play houses and sheds as he is able. The sheds can be painted at a rate of 2.5 per day,and the play houses can be painted at a rate of 2 per day. He has 45 structures that need to be painted.

a. write a system of inequalities to represent the possible ways sean can paint the structures
b. if the profit is $26 per shed and $30 per play house, how many of each should he paint
c. what is the maximum profit

plz help me

2.5s + 2h = 20
s + h = 45 (-2.5) -------
v
2.5s + 2h = 20 v
-2.5s - 2.5h = - 112.5<<<v
---------------
-.5h = -92.5

h = 185

S = Sheds
H = Play Houses

I think you wrote down the problem wrong.

u must have been bored or really smart lol

i think the equize is
20lessthanor eaquel to 2.5x or 20 lessthanoreaquel to 2x
?