For Year 8 Math Homework, I got
1) 4/10+6/4+3/5=
2) 12/20+3/15+3/60=
3) 15/15+12/10+3/5=

i did that in like three years ago

Here's typical geometry homework for me right now:

Using distance, slope and midpoint formulas, determine if this is a square, rectangle, rhombus or trapezoid.

A (0,0) B(2,2) C(4,2) D (0,6)

It takes a while...

(Btw, that makes a trapezoid)

i did that a few months ago

What math class are you in?

honors geometry, its a high school class where i am and im in 8th grade

I'm in 9th grade, Geom GT. A2 GT next year, then Precalc, calc, etc.

i have honors algebra 2 next year, then honors pre cal, then IB calculus

We don't have Honors Math, just regular and GT. I'd take Honors A2 if I could, I don't know if I'm ready for GT.

I'm Year 8 and they choose my classes

They choose your classes in Middle school for me, but when we get to HS, we can choose what levels of classes we want to take and what electives.

I'm in Trigonometry now... next year is Precalc, and senior year is Calc.

Yeah, year 8 is such a bludge, I do my homework with my eyes closed...

Is "Year 1" like Kindergarden?

Here's a physics problem that took me forever:

A frictionless roller coaster is given an initial horizontal velocity V_o at height h. The roller coaster reaches a drop and then goes over a circular hump with radius R. The top of the hill has a height equal to (2/3)h. After that hill, there is another hill with height h'. a) In terms of R and h Find the maximum value of V_o so that the roller coaster stays on the track at the top of the hill solely because of gravity. b) In terms of R and h, find the maximum value of h' so that the roller coaster car just barely makes it to the top of the hill.

tl;dr