Show:
End Behavior
Even and Odd Functions
Increasing or Decreasing
X and Y Intercepts
Relative Maximum and Minimum
100
What does the end behavior of this function look like? f(x)=2x^(2)−3
What is both ends up
100
Is this function even or odd? f(x)=x^(5) −4x^(3) +x+1
What is odd?
100
When is this function increasing? f(x)=x^(2)-4
What is from 2 to infinity?
100
What is the y intercept of this function? x-y=4
What is -4?
100
What is the relative minimum for this function? f(x)=−x^(3) +4x^(2) −7
What is (0,-7)?
200
What does the end behavior of this function look like? f(x)=−x^(4) +3x^(2) −2x−4
What is both ends down?
200
Is this function even or odd? f(x)=−x^(2) −8x−15
What is even?
200
When the function decreasing? f(x)=x^(3)-3x+2
What is from 0 to 2?
200
What is the x intercept of this function? x+4y=-4
What is -4?
200
What is the relative maximum of this function? f(x)=x^(3) −4x^(2) +3
What is (0,3)?
300
What does the end behavior of this function look like? f(x)=−x^(5) +4x^(3) −5x−4
What is The first end up and the one second end down.
300
Is this function even or odd? f(x)=−x^(23) +4x^(12) −7
What is odd?
300
When is this function decreasing? f(x)=xsqrt(x+3)
What is -3 to -2?
300
What is another word for x intercept?
What is a root?
300
What is the relative minimum of this function? f(x)=x^(4) −3x^(2) +3x−1
What is (-1.4,-7.2)?
400
What is the definition of end behavior?
What is what is going on at the ends of each graph?
400
How can you tell a function is even?
What is if the graph of f is symmetric with respect to the y-axis.
400
How can you tell a function is decreasing?
What is if f(b)<=f(a) for all b>a, where a,b in I. If f(b)a
400
What is the y intercept of this function? f(x)=x^(3) −4x^(2) +3
What is 3?
400
What are the relative maxima for this function? f(x)=x^(5) −4x^(3) +5x+4
What are (−1.4, 2.6) and (0.7, 6.3)?
500
What does the end behavior of this function look like? f(x)=x^(5) −3x^(3) +2x+4
What is the first end down and the second end up?
500
How can you tell a function is odd?
What is if the graph of f is symmetric with respect to the origin.
500
How can you tell a function is increasing?
What is if f(b)>=f(a) for all b>a, where a,b in I. If f(b)>f(a) for all b>a
500
What is the x intercept for this function? f(x)=12x^(2)+3
What is -(1/4) and (1/4)?
500
What are the relative minima for this function? f(x)=x^(5)−4x^(3)+x
What are (−0.3, −0.2) and (1.5, −4.4)?