Question

Anyone here good at Math?

Answer 1

Yeah. Maybe I can help.

Answer 2

Yes

Answer 3

What is the MATH question?

Answer 4

Minimize
4y1 +7y2 = C
Subject to
y1 +y2 ≥ 5
3y1 + y2 ≥ 21
y1 ≥ 0
y2 ≥ 0

Answer 5

Anyone?

Answer 6

Maybe I know it but what grade is this

Answer 7

Dude it's university

Answer 8

then tag a moderator most of the normal ppl on here wouldnt get it

Answer 9

the moderators are superior they would get it

Answer 10

but none of them are on rn

Answer 11

@Ultrilliam could you help this person

Answer 12

ima take that as a no-

Answer 13

Can u tag em
Idk their names

Answer 14

@laylalyssa

Answer 15

@Shadow @dude

Answer 16

maybe voca but im not tagging anymore

Answer 17

@jhonyy9

Answer 18

Minimize
4y1 +7y2 = C
Subject to
y1 +y2 ≥ 5
3y1 + y2 ≥ 21
y1 ≥ 0
y2 ≥ 0

so than i understand it correct - right you need calcule the value of y1 and y2 for what will get the lowest value of C from this system of inequality

so like a first step do you can solve this system of inequality ?

Answer 19

@Laylalyssa any idea now in this way ?

Answer 20

\(\color{#0cbb34}{\text{Originally Posted by}}\) @jhonyy9
@Laylalyssa any idea now in this way ?
\(\color{#0cbb34}{\text{End of Quote}}\)
no I still dont get it >.<

Answer 21

Minimize
4y1 +7y2 = C
Subject to
y1 +y2 ≥ 5
3y1 + y2 ≥ 21
y1 ≥ 0
y2 ≥ 0

so this MINIMIZE i think that refer to the value of C

Answer 22

and in this way you need solve this system of inequality - from these interval - set of solutions you need use the lowest for y1 and y2 ,substitute them inside this equation of

4y1 +7y2 = C

and in this way will get sure the lowest - minim. - value of C

so these above wrote is my idea to solve this posted problem

Answer 23

@jhonyy9 It is to be solved by simplex method

Answer 24

i think that you can solve it in indifferent way - just solve it right - to get correct the lowest values of y1 and y2 what you need substitute inside this equation of C to get the minim. value of C

Answer 25

Alright ty

Answer 26

yw

anytime is my pleasure