What is the solution to this simple integration issue?

[Superposed_Cat]

This is the only relevant term. I could do the rest but it seems that lower math has failed me here. any help appreciated.

each new line should begin with an equals sorry.

 

[Mark44]

What's your question? Is it that the exponent on x changed from -1/2 to 1/2 or are you unable to understand how $\frac 1 6 * \frac 1 {1/2} = \frac 1 3$?

If it's the latter, $\frac a b \cdot \frac c d = \frac{ac}{bc}$.

Have you checked out the khanacademy link that I gave yesterday? Until you get your arithmetic skills up to where they need to be, you won't be able to follow even the simplest calculus explanations.

 

[Superposed_Cat]

how did x change from - 1/2 to 1/2.

 

[Mark44]

x didn't change - its exponent changed from -1/2 to 1/2. This was explained in the thread you started yesterday.

$\int x^n dx = \frac{x^{n+1}}{n+1} + C$ if n ≠ -1.

 

[Superposed_Cat]

Sorry. I remember posting that thread now. Haven't slept in two days.