*wherever the variables a or b are mentioned, they refer to the integral existance theorem, where 'If f is continuous on [a,b], then f is integrable on [a,b]'.
*dark blue text represents the equation, dark red represents notes in the midst.
Another issue - this one halfway through Chapter 5 (The Integral).
∫ (where b=1 and a=0) (3x^2 + 2√x + 3[cube root]x) dx
Okay, so it looks pretty simple. I mean, it's only one line. But I quickly managed to get tangled up and lost. I tried using the antiderivative form of the generalized power rule, but that left me a royal mess.
... the answer key informs me that the answer is 55/12.
Ideas? Help? *looks pointedly at Snoink and Incan who havn't been in TNS...* ^_~
