1. The problem statement, all variables and given/known data A block of mass m = 2.00 kg is released from rest at h = 0.300 m above the surface of a table, at the top of a θ = 50.0° incline as shown in the figure below. The frictionless incline is fixed on a table of height H = 2.00 m. a. Find a on the incline a=7.51 :) b. Find V(f) on incline V(f)=2.42 :) c. How far from the table will the block hit the floor? :( d. What time interval elapses between when the block is released and when it hits the floor? :( 2. Relevant equations incline kinematics y=V(o)t-g/2(t^2) projectile stuff t=(2V(o)sin∅)/g range(x)=(V(o)^2(sin2∅))/g 3. The attempt at a solution It's free fall kinematics for the plane then projectile for when it falls? I was distracted when he was showing us this c. range(x)=(2.42^2)sin(100)/g d. -0.300=0-4.9t^2 t(p)=0.247 t(f)=2(2.42)sin(50)/g t(f)=0.378 t(tot)=0.247+0.378=0.625 sec I already missed c but is that how i get there? Part D wrong.