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Point) Write in interval notation:(a) {x | x < -16 ox > -3}:(b) {x | - 16 < x <-3}:...

Question

Point) Write in interval notation:(a) {x | x < -16 ox > -3}:(b) {x | - 16 < x <-3}:

point) Write in interval notation: (a) {x | x < -16 ox > -3}: (b) {x | - 16 < x <-3}:



Answers

Write interval notation. Then graph the interval.
$$\{x |-3>x\}$$

According to the question, We have to find interval notation and the drop off during trouble. We have given ease X for less than it could do X less than six When we find out there notation your rotation is four coma six inside off four There is close in trouble inside off. Six There is open in trouble when v deeper than its graph. There is Vito 1234 Why six? In case we have two sides, there is one side is four and second societies six inside off four Berries close in trouble and inside off six is it is open in trouble and vision. The line is 4 to 6. This is a graphically representation off four less than equal to x less then six.

According to the question, we need to find Interval notation and the graph off the intervals we have given The question is seven is less than X dear Interval notation is seven coma infinity both side. We use open interval because this is seven less than X the graphical representation off this vehicle One, 234 fi six, seven and nine We know that first point is seven and the 1st 1 is seven and second point is plus infinity. We use opening travel here because we see there is seven is less than X the opening travel the point on seven the line is goes to seven to infinity. This is a graphically re presentation off the seven is less than X.

We need to re present this in set form or set notation so we'll use number line, head of year zero. So here questions say that X, we're exes less than minus one and greater than equal to minus three. So every year, minus three and here one So XV from minus 321 minus trees included and one is not included. All these value X in internal from the right. It is minus 321 where one is not included. So the right open interest and minus these included So great closing prevent. So that is certain notice in

To write the set of all Xs such that X is rated it from three Inderal notation would mean that the smallest number where this would begin it would be three, and it would not be included in it. And it would go up forever. Were greater than three all the way to infinity. And we never include infinity because, um, that's an idea. It's not an actual number.


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