Recent content by Drongoski

For what subject?

Let me teach you Hokkien.

You can speak Teochew with me. My own tongue is Hokkian (usually less accurately transliterated as Hokkien).

Nothing to stop you from getting your own copies of the Cambridge of Fitzpatrick textbooks; and go thru them yourself.

Remember: friction is not a fixed force. I call it an "annoying force" in that if an object is trying to move up the incline, friction acts down the incline to oppose your motion. If the object is sliding down the plane, then the friction will act in the opposite direction, up the incline. And...

If you live near Epping, I'd be delighted to provide you face-to-face 1-on-1 tutoring in 4U Maths. Message me first if interested.

I "invented" this method (let's for now call it the "Drongoski Method"). A 2-hour lesson would be sufficient for an introduction to my method. So far, I've attracted no interest. I think they don't know what my approach is all about. But I believe it to be a very powerful, intuitive and very...

Ok. Posted it especially for your benefit, since you indicated multiple times you could not follow my explanation.

But is this version of any help. Do you now understand my solution?

A picture is worth a thousand words.

Hello again, clarifying my approach to integration..

Hello Hello Hello.

Wish I was half as smart as you at your age. Good on you.

Are you in Year 9 only?

\int \frac {ln ([3x^5 + 3]^{5x^4})}{x^5 + 1}dx \\ \\ = \int \frac {5x^4[ln(x^5 + 1) + ln 3]}{x^5 + 1}dx \\ \\ = \int ln(x^5 + 1)\cdot \frac {5x^4}{x^5 + 1} dx + ln 3\int \frac {5x^4}{x^5 + 1} dx \\ \\ = \int ln(x^5 + 1)dln(x^5 + 1) + ln3\int \frac {1}{x^5 + 1}d(x^5 + 1) \\ \\ = \frac...