Match each graph with the correct description.
i had marked them A,B,C,D so it could be easier
Answers
Answer:
A - C
B - D
C - B
D - A
Step-by-step explanation:
Using the 'Leading Coefficient Test', we have,
Graph 1: The graph is symmetric in opposite quadrants. So, the degree of the is ODD.
Moreover, as the graph is rising on the left and falling on the right. This gives that the leading co-efficient is NEGATIVE.
Graph 2: The graph is symmetric in opposite quadrants. So, the degree of the is ODD.
Moreover, as the graph is falling on the left and rising on the right. This gives that the leading co-efficient is POSITIVE.
Graph 3: The graph is symmetric in same direction. So, the degree of the is EVEN.
Moreover, as the graph is rising on both sides. This gives that the leading co-efficient is POSITIVE.
Graph 4: The graph is symmetric in same direction. So, the degree of the is EVEN.
Moreover, as the graph is falling on both sides. This gives that the leading co-efficient is NEGATIVE.
Thus, we have,
A - C
B - D
C - B
D - A