The ball does not return to its initial height after bouncing. So the height it reaches after the first bounce will be a fraction of the initial height, etc. This is a geometric sequence with common ratio 5/8.
That would be 2 shapes counting the top ball... The actual pole would be a Cylinder The ball on top would be a Sphere
The answer is 30m. Lets assume that the ball is dropped from a height of h. The ball will come down and go up, so in the first bounce it covers h+h/2 distance. The second bounce, it is h/2+h/4, the third it will be h/4+h/8 and so on. The total distance covered would thus be h+h/2+h/2+h/4+h/4+h/8+h/8+........... = h+h+h/2+h/4+h/8+........... (summing up adjacent values in pairs) = 2h+h*(1/2+1/4+1/8+.............) = 3h (by the geometric series formula, 1/2+1/4+1/8+.....=1) Hence taking, h=10m in this case, the answer would be 10*3= 30m
A bloom ball is a big ball that needs to be sucked
A ball has no faces, that is y it has no edges and no
ball + book = 3.5 book + mug = 6.5 mug + ball = 6.5 adding that all up gives us: ball + book + book +mug + mug + ball = 3.5 + 6.5 + 6.5 2*ball + 2*book + 2*mug = 16.5 2*(ball+book+mug) = 16.5 ball+book+mug = 8.25 Answer: 8.25
Bouncing ball was created in 1925.
yes a bouncing ball is an example of SHM
Heat.
It's because the surface area of a bouncing ball is more and it is thickly elastic
The glass refelxs the suns rays,
Farts
No
The boy enjoyed bouncing the ball up and down.
The longest time for bouncing a ball is 17 hours 24mins.
bouncing the ball at room temperature, before heating or freezing it, and then measuring the height of the bounce.
Dribbling.
9 g