systems of inequalities
x+y=56 is not an inequality so I really don't think that's what they're looking for... but there just seems to be some significant information missing from the problem if that's not it.
Jackie
by FreedomFrog 17 Replies latest jw friends
systems of inequalities
x+y=56 is not an inequality so I really don't think that's what they're looking for... but there just seems to be some significant information missing from the problem if that's not it.
Jackie
"x + y = 56" is known as a "constraint".
A further constraint is that variables x and y must be integers.
The equation of a line is y= mx+c... c = y intercept, m is slope....
The example problem should be a simple line linear equation I believe. So if there are 0 houses with floor plan 1, then y should start at 56, x = 0 and vice versa x = 56, y = 0, I think she may be looking for that....
So in this case the equation for this problem y = -x + c. There would be a negative slope of 1... Each point on the line should satisfy x+y = 56.
This gives me ideas on what I might need to do. So, back to work for me....I may not check in for a while because I tend to get zoned in my work and forget the time...lol I've got 5 hours to figure this out.
Jackie, that's what we're working on but I do believe that it could be that simple just to build on the rest of the problems. I'm going to work with all the suggestions given here and see which one works out.
According to what you wrote, as many have said, it would be
x + y = 56
Which, as you said, is an equation.
The further information you gave indicates that this problem is simply one
part of a potentially larger problem.
This is what is known as a CONSTRAINT. There can be equations (solid lines)
as well as inequalities (dotted lines) to represent constraining conditions.
The confusion came in when you did not realize that they are not asking you
to solve the whole problem, just to come up with the algebraic equation
to represent the particular constraint situation that two different plans add
up to a certain amount of houses.
This may help you or make it even worse!
http://www.scribd.com/doc/3026767/Methods-Systems-of-Linear-Equations-Algebra-I
A search on Google:
x + y = 56
Oh thank you, thank you MsMcDucket...the link is just what I needed. As I'm doing the other problems, they are using most of the methods stated on the link. My Algebra is so frustrating because half the time they don't explain how they got a certain answer and expects you to "get it".
A big THANK YOU to all who responded The information did help. I'm half way through my problems now.