Is the local minimum value of this function 2? g(x)=x^4-5x^2+4
I was thinking that minimum value has something to do with exponents?
local minimums deal with the lowest point on a graph
Ohhhhh... Okay than I should be looking for a point?
there will be atmost 3 turning points, as the degree is 4
since the leading coefficient is positive, there will be 2 local minimums.
and 1 local maximum
yes but normally you are only asked for the x value
I think the question asking you about "how many number of local minimum's can be there for the given equaiton'
this is from algebra2/polynomials unit right ?
Nope I'm in a Pre-Calc Class... Sad, I know. I am awful at math.
nope you're good, you're right. 2 is the correct answer. the question is about finding 'number of local minimums', not about finding the x/y values
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