Yeah prelim. 2UIs this 2U maths?
We didn't cover that? Sorry.Given the quadratic equation: x^2 + 6x - 2 = 0
Find α-β
So u haven't covered sum and product of roots?We didn't cover that? Sorry.
No we haven't. We've covered:So u haven't covered sum and product of roots?
Can u do α+β?
ok, i will try to think of a hard question with those easy topicsNo we haven't. We've covered:
- Linear Algebra
- Straight line graphing
- Calculus (differentiation)
- Geometry
- Trigonometry
..and probably a few more but I'll let you know if we haven't covered it.
We haven't done that either...Here you go:
P.s. Year 12 Extension kids are not encouraged to post their responses unless the prelim 2u students are stumped.
Maybe. Play around with what you think could work.nightweaver066, that's a bit tricky, so far I've got to here and I'm stumped. Hint on what to do next?
EDIT: do I need to then do something like:
Then make the denominators common, or am I going down the wrong track here?
I'm not sure how to get those denominators common. :/ That's my only idea.Maybe. Play around with what you think could work.
Why am I so bad at maths? I don't even know where to start.Here is a good one that can be attempted with only year 10 knowledge:
Would you use the discriminant and find that it's greater than 0 (being root 24), meaning there are two different/unique solutions for x, so C)?Here you go:
P.s. Year 12 Extension kids are not encouraged to post their responses unless the prelim 2u students are stumped.
Start by drawing a triangle and naming the sides a, b andWhy am I so bad at maths? I don't even know where to start.
You cannot use discriminant for this, it has a sine function which cannot be considered a co-efficient of x (since its a function), since its multiple choice its best to do this:Would you use the discriminant and find that it's greater than 0 (being root 24), meaning there are two different/unique solutions for x, so C)?