characteristics of rational functions algebra 1 help i answered them, but i just dont know how to do these....if you just give answer i appreciate but if you show step by step then im more thankful the i dont ahve to ask again xD
wait
so from what i know, if it going downwards or decreasing it should be a x > then something and if it increases then its X < but i just... i really dont know how to do this since they didnt really explain how to do this.
Look at the first graph from left to right. As x gets larger, the y-values are getting smaller. This is happening on both sides of the vertical asymtote x = -2. So, what is your thinking that the answer would be x > -2 ?
@Nick88888888
well
when i was reading on how to do it, it said if the values get smaller, its X > and if it gets bigger then its X < but you know that didnt really seem right to me... reason why im asking for help since i wanna pass this
>>if you show step by step then im more thankful I can't do this unless you work with me. Three of the 4 problems appear to be incorrectly answered.
I think it would be helpful to toss out that guideline and look at the graphs. On the first graph, the values of y are decreasing. There is no interval over which the graph is increasing. Reading from left to right, the values of y are getting smaller. Look at the graph and see if you agree.
ok
so i looked into it more and is this true? If slope is positive ,then graph would be increasing. If slope is negative,then graph would be decreasing.
For lines, yes. These problems do not require that you calculate slope. Just look and see what y is doing as x gets larger. There are no calculations to make here.
On the first graph, the graph appears to be increasing for NO values of x.
just wondering would question 2 and 3 both be A?
I will look. This Khan Academy video is good for helping you understand the concepts of this: https://www.khanacademy.org/math/algebra/algebra-functions/positive-negative-increasing-decreasing-intervals/v/increasing-decreasing-positive-and-negative-intervals
The y-values are negative below the x-axis.
There are no increasing portions of the graph here.
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