#homework help please
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@torpid palm here love, you can explain yourself and get hell here like you would in DM’s or a channel
What needs to be done? Solving for x in terms of a?
Man can’t access his own channel
Let me fix so he can tell lmao
Oh. Hm, that's odd.
wait this is calculus? seems like its not
(n^2)^2 = n^2*2
ax^2 = a^2 * x^2
is that right?
ye i think so
and cant we change the square root to power of 1/2
ゴゴcurry supplierゴゴ(art arc)
BRUH
this isnt working
sorry this is not easy
mb
can i simply do the quadratic equation to this?
Let u = √(4x - x^2).
u^4 - 32u = a^2 - 14a
u^4 - 32u does have a global minimum at (2, -48). So:
u^4 - 32u + 48 = a^2 - 14a + 48
So, if a^2 - 14a + 48 = 0, so if a = 6 or a = 8, the only real root is u = 2, and it's easy from here. Not sure otherwise.
Again, what's the question in this problem?
idk
its probably to find x in terms of a
or x and a seperately
or to maybe simplify this equation
Well... I mean, I think the general solution will require usage of the quartic formula, which is a huge pain.