The discussion revolves around determining the number of real solutions for the equation f(c) = 0, where f(x) is defined as f(x) = 1.1x^4 - 6.7x^2 + 7.9x - 2. Participants are exploring the behavior of this polynomial function and its graphical representation.
The conversation is ongoing, with participants providing guidance on focusing on the graph to identify x-intercepts. There are differing opinions on the number of intercepts observed, indicating multiple interpretations of the function's behavior.
Some participants express confusion about the initial attempts to substitute specific values into the function, highlighting a potential misunderstanding of the problem's requirements.
They didn't ask for f(0), which is what you calculated. The question is, how many solutions are there for the equation f(c) = 0?screamtrumpet said:Homework Statement
The graph of f(x)=1.1x^4-6.7x^2+7.9x-2 satisfies the equation f(c)=0 for how many real values of c?
The Attempt at a Solution
1.1(0*^4)-.7(0)^2+7.9(o)-2
1 real value of c?