Примери коришћења Solution set на Енглеском и њихови преводи на Српски
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That's our solution set.
So the solution set for over here is in pink.
Is not in the solution set.
And everything greater than orequal to that will be included in our solution set.
Or we could write the solution set being from including 5/3 to infinity.
So in orange is the solution set.
There's no solution set or the solution set of the system is empty.
Let's draw the solution set.
Our solution set includes everything between negative seven and five, including negative seven and five.
So let me graph the solution set.
So the solution set for this second inequality is going to be all of the area below the line.
You could go outside of our solution set.
Or we could write the solution set as starting at negative 120-- but we're not including negative 120.
And that's why ten is not part of our solution set.
This is the solution set. x has to be greater than or equal to 3, or less than or equal to negative 3.
Everything less than 10/3 is in our solution set.
We're asked to determine the solution set of this system, and we actually have three inequalities right here.
Now we've solved for x. We've given you the solution set.
For the solution set is everything less than or equal, so we can-- it could be equal to 32, or less than.
This, what I drew here, was not the solution set.
So if we were to write this in interval notation, the solution set will-- the upper bound will be 10/3 and it won't include 10/3.
So everything I've shaded in yellow is included in our solution set.
So the solution set of that first equation is all of this area up here, all of the area above the line, including the line, because it's greater than or equal to.
So everything that's just exactly below 40 is included in our solution set.
So we tried something that is in our solution set and it did work.
So we're going to include the 1/10 andeverything less than that is included in the solution set.
Formally, one has an implication, not an equivalence, so the solution set may get larger.
So 39, 39.999999, repeating, which is about as close as you can get to 40 as possible,that's in our solution set.
And you can keep trying for any of these numbers in this pink solution set here.
Negative 2 and 1/4 is going to be right here, and it's greater than,so we're not going to include that in the solution set.