How Many Real Solutions Does the Function f(x)=1.1x^4-6.7x^2+7.9x-2 Have?

screamtrumpet
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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?




Homework Equations





The Attempt at a Solution


1.1(0*^4)-.7(0)^2+7.9(o)-2
1 real value of c?
 
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You can't sub in 0. You're looking for numbers c such that f(c) = 0, not what the values of f(0) are.
 
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?
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?
 
so do you plug in c?
 
You can't plug in c - you don't know what c is. I suspect that they intend for you to look at the graph of this function and see how many x-intercepts there are.
 
it looks like it intercepts injb 3 places
 
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