Hello, can someone explain the importance of the constant added when we integrate indefinite integrals pls, what would happen if we omit them or what would this imply?
#Why when we integrate with indefinite integrals, it's important to put a constant at the end
harsh iris
gritty wingBOT
somber niche
Hello, can someone explain the importance of the constant added when we integrat...
yes sure.
like uk the differential of $x^{2}+2$, or $x^{2}+3$, or something like $x^{2}+n \forall n \in R $
pine surgeBOT
Dhairya
somber niche
WILL BE THE SAME- 2x
it doesnt matter what the constant is
hence the integral of 2xdx over from $-\infty$ to $+\infty$ would be $x^{2}+c$
pine surgeBOT
Dhairya
somber niche
not just $x^{2}$
pine surgeBOT
Dhairya
harsh iris
yeah I see, so the c is there to cater that there can be any constant, like c represent a specific "family" of number?
somber niche
yeah I see, so the c is there to cater that there can be any constant, like c re...
no idts
except belonging to the complex no.s ig
no other exception
c just belongs to R
somber niche
close this by typing .close
harsh iris
.close