equations of polynomial help
so far i know the degree, turning point, and its negative
That's a posotive function ik cause I just took a quiz on this stuff
f(x) x(x-2)(x+1)^2
so its positive not negative?
If the leading coefficent is positive and the degree of the polynomial is even, then both ends of the graph point up. We see both sides pointing up, so what can we say?
That it is positive
correct, also @WelpHereWeGo don't give direct answers.
I actually had that answer in the first place just didn’t know if it was right
So now you need help with the zero's and multiplicities?
I got -1,2 for that
okay, anyways the equation that welphere provided is wrong,
Is it x^2(x-2)(x+1)
So to find multiplicities based on the graphs, we have to see the behaviors close to the intercepts, if the function bounces off the x-intercept (doesn't cross x-axis) then that would have an even multiplicity. Let's look at the root at x=2, if we see, close to that general area we can see a parabolic like shape. Do you see a parabolic like shape around x=-2?
yes wouldn’t it be cubed?
So like (x+2)^3
can yall help me
sorry, i was afk
anyways we see a quadratic like shape right?
@nikkixmarie
\(\color{#0cbb34}{\text{Originally Posted by}}\) @darkknight correct, also @WelpHereWeGo don't give direct answers. \(\color{#0cbb34}{\text{End of Quote}}\) 😗 ma bad
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