Differences and similarities in finding the limit x=c and plugging in the number x=c
The difference is when you're looking for the limit as x appraches to a constant you're only finding as the limit is aproaching to x=c. And when you're plugging in x=c to f(x) you get the actual value of f(c) and you're getting the exact output. The only similarity they will have would be if they are continuous at x=c.
Derivitives and Slopes!!!!!
Well basically the similies they have is y/x (the change of y over the change of x).
The difference is very different!! The slope= lines, you would say lines because slope is all related to the lines. The slope only determinies a point in the line. Derivatives work with limits and the slopes, most of the time you're looking for the derivitive of a parabola and you also use the tangent line and the secant line.I think it's harder to work with derivitives then slopes.
well that's basically it I wanna thanks Ms. Hwang for all the help you're ready to be a proffesor. lololol j/k ha ha ha
