Which of the functions below could have created this graph?
2 answers:
Answer:
option c, .
Step-by-step explanation:
Given : graph.
To find : which of the functions below could have created this graph.
Solution : We see from the graph both end point are below
By the End Behavior of the function : if the degree of polynomial is even and leading coefficient is negative then the both end point of graph would be below.
We can see from option c , it has degree = 4 (even) and leading coefficient is negative.
Therefore, option c, .
You might be interested in
Answer:
A general line can be represented as , y= m x + c
And general equation of circle is , ax²+by²+2 g x +2 f y +c=0
Now there are following possibilities
1. A line and circle have no common point of intersection, that is no solution.
2. A line may be a tangent to a circle, that is one common point, one solution.
3. A line may intersect a circle maximum at two points, that is 2 solution.
Image is depicted below.
