SOLUTION: In the polynomial equation: y=x(4)-7x (2)+3 , check all that apply.
 The degree of the function is 4.
 The function has 4 terms.
 The function has a m
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Question 1011013: In the polynomial equation: y=x(4)-7x (2)+3 , check all that apply.
The degree of the function is 4.
The function has 4 terms.
The function has a maximum of 3 turning points.
The leading coefficient is 1.
The function is an odd function.
The end behavior is up and up.
The type of graph is a quadratic function.
f(1) = -3.
The y- intercept of the graph is (0, 3).
Answer by fractalier(6550) (Show Source): You can put this solution on YOUR website!
For
The degree of the function is 4.
The function has a maximum of 3 turning points.
The leading coefficient is 1.
The end behavior is up and up.
f(1) = -3.
The y- intercept of the graph is (0, 3).
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