#random question
tawdry delta
viral path
tawdry delta
how do you know you had to do that
viral path
how do you know you had to do that
Its similar to finding the derivative of x^x
express it as a power of e first
so you can use chain rule
tardy stag
how’d you do the third step?
3rd step is chain rule then product rule
differentiating e^(1/n * ln(n)) = e^(1/n * ln(n)) * d/dn (1/n * ln(n))
desert meadow
Its similar to finding the derivative of x^x
your a y11?
tawdry delta
differentiating e^(1/n * ln(n)) = e^(1/n * ln(n)) * d/dn (1/n * ln(n))
hm what would you make your u and v
1/n u and ln n for v?
tawdry delta
<@372324999715094539>
wait would it be e^1/n and e^ln n or js 1/n etc?
merry mauve
Its similar to finding the derivative of x^x
no way ur year 11 😭
tardy stag
wait would it be e^1/n and e^ln n or js 1/n etc?
just 1/n and ln(n)
tawdry delta
just 1/n and ln(n)
oh i see