Asked by Sara
analyze the graph of f(x)=(x+3)x-1)^2
x and y itercepts; end behavior; and maximum number of turning points
x and y itercepts; end behavior; and maximum number of turning points
Answers
Answered by
Steve
repost with balanced parentheses, so we know what we're working with.
Answered by
Sara
sorry-operating on no sleep for at least 24 hours!
f(x)=(x+3)(x-1)^2
analyze x and y intercepts; end behavior and maximum number of turning points.
f(x)=(x+3)(x-1)^2
analyze x and y intercepts; end behavior and maximum number of turning points.
Answered by
Steve
y-intercept at x=0: 3*1=3
x-intercepts: -3,1,1
since two roots at x=1, graph will be tangent there, not cross.
x gets large, y gets large; degree 3
degree 3, max turning points: 2
x-intercepts: -3,1,1
since two roots at x=1, graph will be tangent there, not cross.
x gets large, y gets large; degree 3
degree 3, max turning points: 2
Answered by
Sara
Thanks, Steve -
I cn never get my graphs right - I get all the work, but to draw?! forget it.
I cn never get my graphs right - I get all the work, but to draw?! forget it.
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