Can someone help me with some Algebra 2?

One sec

I'm not that smart man

Ask @cha_rless he probably help you

okey

Quadratics

Tell me if that is correct

You might want to simply the equation by making m^-7 to the numerator for the answer to equal m^7z. 🙂

Also, I think that is actually m^11.

Oh true. I forgot to put the m^-7 up. Could have make my job easier

Fix the calculations on the exponents.

Yeah you are right its m^11

m^11(z) ?

Ok I just got back from eating and I noticed that the original problem says m^-2 and you wrote it as m^-3 😅

I would have wanted to do this one, I love doing these types of problems :D, maybe next time

You guys can have fun with that problem I'm not that good at math.

Me neither

@Chair did he do it right? I think he did besides the m^-2 part. I'm not great at this 😅

From what I understand he did it right

oh shit, sorry, man.

you understand the basis of it, though?

Yeah I think so. Thank you!

I think this problem requires you to know the quotient rule: If two bases (one on numerator and one on denominator) are the same, you can just subtract their exponents. 🙂

Ex. m^6/m^2 = m^4. Since both have the "m" base, you can subtract the 6 exponent minus the 2 exponent, 6 - 2 = 4, so that would equal m^4. 😉

I looked at this channel and thought it was the <#722914562160197663> channel for sone reason

I hadn't realized we had a new channel 😂

Popular demand 😂

I see
Might as well use this channel to get through history and math this year 😂

I can help you on Canadian history if you ever need it <:KEK:726877368601411624>

I don't know much about it so I wouldn't mind

OOoooooh I see. Thank you!

Nice. This channel is pretty cool

Lol I missed a simplifying question

I think its too late but the 8 and 2 cancel out for sure

N cancels out

The numerator should have a z, the m I'm not too confident in

I think m^-7 is gonna go on the numerator

But I forgot if you multiply or add the exponent lol

wait so we can put our homework in here and get help? 🙂