Problem 2: In baseball the pitcher will throw baseballs horizontally and to account for gravity, the pitcher will stand upon a raised mound. Take the pitcher's release point to be 1.2m above the ground and they will hit a spot 0.7m above the ground at a distance 20m away. a) Draw 8 vs t, Sy vs t, vz vs t,, vy vs t, a vs t,, and ay vs t, graphs of the baseball's motion symbolically by starting b) Prove that the velocity needed is from Kinematic Equations on the first page = (As) √24sy c) If the pitcher was playing on Mars (g = 3.7m/s, negligible air resistance) how fast would they have to pitch?
Problem 2: In baseball the pitcher will throw baseballs horizontally and to account for gravity, the pitcher will stand upon a raised mound. Take the pitcher's release point to be 1.2m above the ground and they will hit a spot 0.7m above the ground at a distance 20m away. a) Draw 8 vs t, Sy vs t, vz vs t,, vy vs t, a vs t,, and ay vs t, graphs of the baseball's motion symbolically by starting b) Prove that the velocity needed is from Kinematic Equations on the first page = (As) √24sy c) If the pitcher was playing on Mars (g = 3.7m/s, negligible air resistance) how fast would they have to pitch?
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![Problem 2:
In baseball the pitcher will throw baseballs horizontally and to account for gravity, the
pitcher will stand upon a raised mound. Take the pitcher's release point to be 1.2m above
the ground and they will hit a spot 0.7m above the ground at a distance 20m away.
a)
Draw ST vs t, sy VS t, Uz VS t,, Vy vs t, a vs t,, and ay vs t, graphs of
the baseball's motion
b)
from Kinematic Equations on the first page
Prove that the velocity needed is =
9(Asz)²
V24sy
symbolically by starting
c)
If the pitcher was playing on Mars (g = 3.7m/s, negligible air resistance)
how fast would they have to pitch?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F64c48998-2513-4c98-874a-acd5e2b866fd%2F6de2bcad-ae67-4377-bbf2-f68d56ddac07%2Fa531tyn_processed.png&w=3840&q=75)
Transcribed Image Text:Problem 2:
In baseball the pitcher will throw baseballs horizontally and to account for gravity, the
pitcher will stand upon a raised mound. Take the pitcher's release point to be 1.2m above
the ground and they will hit a spot 0.7m above the ground at a distance 20m away.
a)
Draw ST vs t, sy VS t, Uz VS t,, Vy vs t, a vs t,, and ay vs t, graphs of
the baseball's motion
b)
from Kinematic Equations on the first page
Prove that the velocity needed is =
9(Asz)²
V24sy
symbolically by starting
c)
If the pitcher was playing on Mars (g = 3.7m/s, negligible air resistance)
how fast would they have to pitch?
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