So just, when you just think about it in common sense language, it looks very discontinuous. And if you wanna think about it more formally, in order for something to be continuous, the limit needs to exist at that value. The function needs to be defined at that value, and the value of the function needs to be equal to the value of the limit. And neither of these, the first two conditions aren't true, and so these can't even equal each other, because neither of these exist. So this is not continuous at x equals six, and so the only thing I could check here is none of the above. Let's do another one of these. So the first statement, both the right hand and the left hand limit exist as x approaches three.