Recent content by Emma_011

Find where increasing/decreasing, concavity, local extrema and inflection points for f(x)=ln/x So here is what I have so far: The derivative is 1-ln(x)/x^2 Critical points are (e,1/e) No concavity Local max is also (e,1/e) (no local min) no inflection points Increase on (0, e) and...

Since there is no area to add or subtract would it just be 0?

Based on what is given, the area would be 20 between x=-5 and x=0 and the area between x=0 and x=1 would be 5. So it would be 20-5=15

I have to find: g(1)= and g(5)= I have drawn the graph and I am a little unsure where to go from there. I know area is involved somehow but not entirely sure what to do. Any help is appreciated