#How to integrate
96 messages · Page 1 of 1 (latest)
first part isnt correct either
ive got everything except for the last step
not sure where to go from here
that’s wrong too
yeah
So it’s like x squared over 6
I just had a brain fart
X^-2/6
uhm
I don’t get what part is confusing you
1/6 x^-2
To integrate, add 1 to the power, divide by the new power.
1/6 x^-1 /-1
-1/6 x^-1
=-1/6x
what is this guy doing 😂
yr 9 got gassed
Dude just wrote
something ÷ 6 = something x 6
yeah, i don't get why did he do that 🤣
Why you guys hating for
I still do additional maths so idc
I literally got -6x^-1
Which is apparently right and I already said I messed up
If you gonna hate tell me what I’m doing wrong then. Ended up with the right answer so idc
Missed some parts not that deep
It’s wrong yet in the end I got the same answer as you
I do additional maths I know integration ik it’s shocking 😱
🤣 no you didnt brody 😂
What’s the right answer?
its $\frac{-1}{6}x^{-1}$
-Znar
-6x^-1
Pretty sure that’s the right answer so why you guys acting like I got it wrong
I said I messed up at one point didn’t read the conversation
Grown ass year 12s hating like they don’t have their a levels
you got it wrong so maybe go learn how to integrate its not hard lol y9 you probably thought it was sum to do with simplifying
I know what integrating is.
Pretty sure it’s to find the area of under a curve
I learn additional maths topic
May not be to a year 12 level
But it’s good so no need to hate 👍
Test me or whatever idc
It’s basically the opposite of differentiation it’s not that hard man
But you got it wrong by a mile?
Wrong by a mile yet I got the right answer
I can integrate 😂
Messed up a bit but I got the right answer in the end so idc
You can give me something to integrate I’ll still get it right
You literally got it WRONG stop being in denial look what you wrote 😂
You literally equated 1/6 to 6 how much more wrong can you even get at that point 😂
Just say you mad honestly
Just except that I can integrate just made a simple mistake like people don’t do that
Arguing over some maths question my guy get a life worry about other things ik how to integrate and I still end up doing well on additional maths papers so shush
When I get home I can show you an additional maths practice test where I did definite integration to find the area under a curve. If that’s really what it proves
Getting a completely WRONG answer because you don't know how to integrate isn't "a simple mistake"
You can give me something to integrate
I actually know how to integrate and I can see where you got that answer
You just refuse to accept it
Like 5 people tell you you're wrong but according to you we're all wrong and you're the only correct person...
$\int \frac{1}{6}x^{-2} ,dx= \frac{1}{6} \int x^{-2} ,dx = \frac{1}{6} \cdot -x^{-1} = \frac{-1}{6}x^{-1} = \frac{-1}{6x}$
Arizus
I said I messed up on the picture dude
x^-2 divided by 6
Add 1 to x^-2 to get x^-1
divide it by the power at the end
With the 1/6 still there
-x^-1
-x^-1 divided by 6
Which is in fact I know it’s shocking
-6x^-1
No its not
Its -1/6
Not -6
Oh wait why aren't you using brackets
If you wrote -(6x)^-1 then there wouldn't be any confusion...
Now ye that makes sense
I was trying to get the reciprocal so I made it a negative power then multiplied it by -1
So I had -6x^-1
I missed the bracket
lol why are there so many responses for this question 😭
Because these people mad that I messed up
Literally said I messed that part up are you dumb
Stated that literally right after posting that message but you lot just ignored that part
Behave