Hi all!
I'm trying to find the anti derivative of a(t)=cos(t)+sin(t)
so far I have sin(t)+c-cos(t) as the antiderivitive but Im confused because the antiderivitive of cos(t) is sin(t)+c and the antiderivitive of sin(t) is -cos(t)+c
so should the antiderivitive of a(t) be sin(t)+c-cos(t)+D??
just confused about the c/d thing.
Hi all!
I'm trying to find the anti derivitive of a(t)=cos(t)+sin(t)
so far I have sin(t)+c-cos(t) as the antiderivitive but Im confused because the antiderivitive of cos(t) is sin(t)+c and the antiderivitive of sin(t) is -cos(t)+c
so should the antiderivitive of a(t) be sin(t)+c-cos(t)+D ???
just confused about the c/d thing.
Thanks!
It is impossible to identify the constant of integration. The solution which you seek lacks a closed form .