Does anyone need homework help part 102380 (1 Viewer)

Ahsoka

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I flopped my homework again and need another confidence boost, so if anyone needs help feel free to ask and I'll do my best to help. Unless its English, then it would be a lost cause :wimwim:
 

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Ahsoka

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Can you take my french speaking exam that is in 3 hours for me then
Of course, my French is amazing. I can say bonjur and croissant :sj_weary:
 
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daesuki

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Can you take my french speaking exam that is in 3 hours for me then
I can :pandatea:
Unless its English, then it would be a lost cause :wimwim:
bro I was just about to ask you for some english help.

how do you find zero's in a polynomial function
 
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I can :pandatea:

bro I was just about to ask you for some english help.

how do you find zero's in a polynomial function
There's a couple different methods, you can use factoring or you can use division if factoring is difficult. Is there a specific type of polynomial you want to know about?
 
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daesuki

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There's a couple different methods, you can use factoring or you can use division if factoring is difficult. Is there a specific type of polynomial you want to know about?
there are types of polynomials??? :pepeslippy: I barely remember my maths

I guess the ones that look like heart monitors?
 
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Ahsoka

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there are types of polynomials??? :pepeslippy: I barely remember my maths

I guess the ones that look like heart monitors?
Lol heart moniters :haylul:

The types of polynomials usually means the order, if it was a second order then factoring would be good but if it's 6th order other methods would probably be easier.
If you're finding it on a graph you just need to find where the value of y is equal to 0, so where the graph touches or crosses the x axis.
 

daesuki

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Lol heart moniters :haylul:

The types of polynomials usually means the order, if it was a second order then factoring would be good but if it's 6th order other methods would probably be easier.
If you're finding it on a graph you just need to find where the value of y is equal to 0, so where the graph touches or crosses the x axis.
hush i don't remember the english term names :nekopout::nekopout::nekopout:

Ahhh okie dokie thanks!
 
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