Hello,
I can't seem to wrap my mind around this. I understand exponent properties, but for some reason when you throw that n in there it rocks my world.
I was solving an induction problem, and a piece of the algebra that I sort of guessed at was this:
(3n-3n-1)
Which after factoring becomes...
Ok so
x + 5x-3/2 following the rule: x(n+1)/(n+1) gives
x1+1 / (1+1) + 5x-3/2 + 2/2 / -(1/2) =
x2/2 + 5x-1/2/ -(1/2 ) = -10x-1/2 or finally
x2 / 2 + 10 / sqrt(x)
I am still doing it wrong?
I am not quite at intergration yet, this is the last section of my Calculus I course, Calculus II is intergration. So for now our anti-d's are pretty simple and just follow some basic rules.
Homework Statement
given f(x) = [x^3+5sqrt(x)]/x^2, find the anti-derivative
Homework Equations
The Attempt at a Solution
Hi I have attempted to solve this by re-writing the equation as a sum of two fractions:
x^3/x^2 + 5sqrt(x)/x^2, simplying gives = x + 5/x^3/2
I then...