Okay, so we want to find that the intercept of this of dysfunction. Okay, so let let's first simplify the staff of facts. Okay? So for the top we have to we want to factor out And I into two. Ah two polynomial is multiple. E. Multiplied by each other. So it is easier for us to to cancel out, Right? So one is X plus three and then another one we have uh I think it doesn't work. Okay, It cannot be X plus three. Okay, It had to change. So here we have. Let's see -3. Okay. Plus two. Okay. Yeah it works uh and bottlenecks X plus three. Okay, so now we want to find the the intercepts of this graph of this function. So now let's find the X intercept first. Yeah. Here I have to define, don't remember. X cannot be -3. Okay. The domain effects cannot be ministry. Now let's find an excellent step so that the F. F. X equals to zero. Yeah, So we have two X -3 times X plus two over X plus three, it goes to zero. Okay, So we have x minus three. It goes to zero or X plus three, it goes to zero. Okay, So X could be 3/2, or X could be uh minus three. Right, Okay. So now let's find the Y intercept. Okay, so the Y intercept can be okay, So now I have to plugging actually goes to zero. Okay, So f of zero, it goes to nine and three times two Over three. Okay, so we have -2. So the Y intercept his minus two, and the X intercept are 33 halves and uh minus three.