#projectiles on slopes
16 messages · Page 1 of 1 (latest)
The maximum height reached by the ball thrown at 30 degrees from the hoizontal is solve using the formula ymax = vi^2 * (sin 30^2) / 2g where ymax is the maximum height in meters, vi^2 is the square of the initial velocity, and 2g is twice the value of the acceleration due to gravity or 19.6 m/s^2.
Solving for the maximum height, ymax
ymax = vi^2 * (sin 30^2) / 2g
ymax = (18m/s)^2 * (0.5)^2 / 19.6 m/s^2
ymax = 324 (m/s)^2 * 0.25 / 19.6 m/s^2
ymax = 4.1327 m
Now we can use sin(30) =4.1327/slope length
Slope length = 4.1327/0.5 = 8.2653
And then do 8.2653/18 = 0.46 so 0.46 seconds???
Honestly I don’t even know
I’m just waffling here
I think it’s wrong tho
Acc yh I am wrong I used the wrong formula
this was the correct one
where u is the initial velocity
g is gravitational acceleration
and theta is angle ofc
So we get (2x18 x0.5)/9.8 which leaves us with 1.8s
@harsh kestrel
Damn are you actually y10