guys this is my first time here, and i know you can help to my problems. how can i solve this one, can you show me the proper solving? f(x) = 3x⁴ -4x³ +2x ² -8x +12?
you want to find the y-intercepts of the function?
I mean the x-intercepts, sorry
yes
I was trying to test the coeeficients, but that doesn't seem to give me an efficient result.
I haven't seen such. I am not very good at math....
uv1 + u1v
perl [probably know.
the formula but its hard to me to solve this
if he doesn't reply, we can tag other people here.
oh sure
so you can help me right?
I don't know how to do it-:(
@jim_thompson5910 @Mertsj can you please help. this is not me, but still....
jim thompson is an actual tutor, he should be able to help
ahh, sorry this is my first time to take a calculus, :(( so its so hard to me
we will get someone to help, patience please...
thats why i need you help
This is what I found, but I doubt that it's easy to read that. http://math.stackexchange.com/questions/785/is-there-a-general-formula-for-solving-4th-degree-equations
I'll try to look for someone else, don't leave please
@campbell_st can you help. There is some difficult problem that requires assitance.
@Jhannybean can you help? We are trying to find the zeros of \[3x^4-4x^3+2x^2-8x+12~.\]
I can't find anyone to help.... I don't even know what to do.
Because it's a 4th degree polynomial (a quartic), it's going to be very difficult, if not impossible, to solve by hand. So you'll have to use a graphing calculator to find the roots.
If you don't have a graphing calculator, you can use an online graphing calculator like desmos https://www.desmos.com/calculator
lol all the zeros are imaginary, I checked in wolfram
can you show me the proper way to solve?
I would have possible factored any integer zero, but not this way...._:(
yeah the whole graph is above the x axis, so it never crosses the x axis at all
I don't think I can solve it by hand, if anyone can..... maybe there is some formula, but...
ty for coming and checking out, though!
there is the quartic formula http://www.sosmath.com/algebra/factor/fac12/fac12.html but that is a very difficult formula to grasp and I'm sure it's beyond the scope of the course
wait its that it?
so if you're looking for real roots, you just simply say "there are no real roots" because it doesn't cross the x axis anywhere
ahh i see, thank you for helping bros,
I haven't helped.
but yw, if I did anything...
I am also taking calc1, but I haven't ever had to do such a thing.
thank you bro! fbi
np
Sometimes in calc 1, understanding how to factor quartic functions will be necessariy when finding maximum and minimum values.
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