pochodne
gosc: x4 sinx
19 lut 11:31
J:
f'(x) = 4x3*sinx + x4cosx = x3(4sinx +xcosx)
19 lut 11:37
Dziadek Mróz:
y = x4sin(x)
y = uv u = x4 v = sin(x)
y' = [uv]' = u'v + uv' = *)
u' = [x4]' = 4x3
v' = [sin(x)]' = cos(x)
*) = 4x3sin(x) + x4cos(x) = x3(xcos(x) + 4sin(x))
19 lut 11:47
gosc: dziękuję
19 lut 11:47