Can this be simplified or factored into a more simpler form???
(X^2 + X)/(X^2 + 3X)
Thank You
I'm wanting to take the arctan of this by the way can i simplify this or express this into more simpler terms
X(x+1)/x(x+3)
(X+1)/(X+3)
Yes, the expression (X^2 + X)/(X^2 + 3X) can be simplified by factoring out the common terms in the numerator and denominator.
First, let's factor the numerator:
X^2 + X = X(X + 1)
Next, let's factor the denominator:
X^2 + 3X = X(X + 3)
Now we can rewrite the expression as (X(X + 1))/(X(X + 3)).
Finally, we can simplify the expression by canceling out the common factors in the numerator and denominator:
(X(X + 1))/(X(X + 3)) = (X + 1)/(X + 3)
Therefore, the simplified form of (X^2 + X)/(X^2 + 3X) is (X + 1)/(X + 3).