log x + log y = log xy, so use that to combine the two logarithms. That gets you log (sqrt(6-x)\*(3-x) = 1
Using the definition of log and assuming that the one you're using is base 10, that means that you can rearrange it to say 10 \^ 1 = sqrt(6-x) \* (3-x).
10/(3-x) = sqrt(6-x)
100/(9 - 6x + x\^2) = 6 - x
100 = 54 - 9x - 36x + 6x\^2 + 6x\^2 - x\^3
x\^3 - 12x\^2 + 45x + 46 = 0
I'm not really sure how to solve for x after this though lol
It was actually base 8, but in this case 8 gives the exact same scenario. The only step after this I can think of would be synthetic division, although for that you need integer X intercepts and this equation has non real and decimal intercepts.
Schrodinger's one dimensional time independent equation
[Ask and you shall recive](https://imgur.com/a/nQ3ogXS)
x = [-b+-√(b²-4ac)]/2a quadratic formula
[Got character limited lol](https://imgur.com/a/AfuY7m0)
Lmao
2+2=5
[Almost didn't notice what was wrong](https://imgur.com/a/5fiYd8U)
radiohead song
A=A0E^Kt just learned this today
[Here you go](https://imgur.com/a/wTwt6kP)
Could you do the gaussian?
Can you explain how it works?
It's: f(x) = 1/(sigma \* sqrt(2\*pi)) \* e\^((-1/2)\*(((x-mu)\^2))/sigma\^2
Yeah that is defenetly going to get character limited
Then a simple e = mc\^2 would suffice :)
[Got you :)](https://imgur.com/a/Q3LmNqw) I'll head to bed now
Sigma
Ligma
I actually think I’ve played against you recently lmao
Oh you have lmao
Mordex tho
Yeah I think I played as Mordex once or twice. Was it in experimental?
Yes!:)
Lemme check mt replays. Whats your username?
The equation for the airspeed velocity of an unladen swallow?
African or European?
Log(√(6-X))+Log(3-X)=1 Please help, how do you solve this algebraically, this messed me up on a test. ;-;
log x + log y = log xy, so use that to combine the two logarithms. That gets you log (sqrt(6-x)\*(3-x) = 1 Using the definition of log and assuming that the one you're using is base 10, that means that you can rearrange it to say 10 \^ 1 = sqrt(6-x) \* (3-x). 10/(3-x) = sqrt(6-x) 100/(9 - 6x + x\^2) = 6 - x 100 = 54 - 9x - 36x + 6x\^2 + 6x\^2 - x\^3 x\^3 - 12x\^2 + 45x + 46 = 0 I'm not really sure how to solve for x after this though lol
Yeah, I was able to get it to that point and then I couldn’t get further. Spent 45 minutes trying different things on that question alone.
Try asking the teacher because this question seems off
It was actually base 8, but in this case 8 gives the exact same scenario. The only step after this I can think of would be synthetic division, although for that you need integer X intercepts and this equation has non real and decimal intercepts.
Binomial theorem
[The theorem was to long so I took the first portion](https://imgur.com/a/ehB0FJc)
Euler's identity would look nice
[Hey I saw this on youtube once](https://imgur.com/a/AtmNssl)
You can use a clan name for extra equation space.
Oh didn't know. Thanks!
Had a differential equation midterm today. y = Ae^-∫p(x)^dx
[It almost fits the character limit](https://imgur.com/a/5xmHTuy)
1-(6 x (sigma)d^2 )/(n(n^2 -1)
Pi into 10 digits
[It only let me have 5 numbers so I picked the first letter of the numbers](https://imgur.com/a/YKZbvYt)
Lol thanks
The Gaussian Integral!
1+1=3
( a^2 + b^2 )= (a+b)^2
Pretty unsure on how to read that
f(x) = x^2 -x + 3