Description
Solve the problems uploaded on the screenshot as well as the following:This DQ continues our examination of quadratic functions, i.e functions of the form f(x) = ax2+bx+c where a,b,c are real coefficients. This one here asks us about x-intercepts which is actually the most useful aspect of quadratic modeling, at least from my point of view.Imagine you were interested in when exactly your profit in a business were to hit $0? Or when precisely the ball you just threw will hit the ground? These are x-intercepts because it is the value x at which f(x) = 0. (profit = 0, height = 0, etc)some discussion points:1. Suppose you had to write the question that everyone is to solve this week, what would you write2. This is an unrelated question but I am still interested: What are your thoughts about Excel in a math class? Do you think we should just only teach Excel and not algebra, or no Excel at all? Is Excel even related to algebra??
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Q
Use the graph of the polynomial function f shown to the right to complete the following. Let a be the leading coefficient of the
polynomial f(x)
(a) Determine the number of turning points and estimate any x-intercepts.
(b) State whether a > 0 or a or 0
(c) The minimum degree of fis
(Type a whole number)
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Tags:
quadratic functions
Math Problems
x intercepts
real coefficients
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