

PROJECTILE MOTION
Presentation
•
Physics
•
9th Grade
•
Practice Problem
•
Medium
AREN VALERIO
Used 19+ times
FREE Resource
16 Slides • 10 Questions
1
PROJECTILE MOTION
Unit 4 Module 1 Science 9

2
PRAYER
3
Poll
ATTENDANCE
4
Multiple Choice
Which component of projectile is constant?
horizontal velocity
vertical velocity
range
angle of trajectory
5
Multiple Choice
What is the curved path taken by the projectile motion?
trajectory
horizontal path
upward path
downward path
6
Multiple Choice
which described as the combination of a constant horizontal motion and free fall?
inertia
projectile
momentum
energy
7
Multiple Choice
What is the horizontal distance traveled by a projectile motion?
height
trajectory
projectile
range
8
Multiple Choice
At what angle should a water hose be intended for water to land with the greater range?
00
300
450
600
9
Multiple Select
Put check in the sports/situation illustrating a curved motion.
Throwing a basketball into the basket
Kicking a soccer ball
Batting a baseball
Rolling a ball in the ground
Dropping a ball from the building
10
PROJECTILE MOTION
The combination of vertical and horizontal motion is acted by gravity only.
11
TRAJECTORY
The curved path is taken by the object.
12
HEIGHT
The vertical distance the ball can reach.
13
RANGE
The horizontal distance along the ground.
14
HORIZONTAL VELOCITY
The component of velocity in projectile motion that is constant.
15
VERTICAL VELOCITY
The velocity decreases when moving upward and increases when moving downward.
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17
Open Ended
Problem 1. A ball is thrown horizontally with a speed of 2.50 m/s from a height of 50.0 meters. Find (a.) the range of the projectile. (b.) how long will the ball traveled before it reaches the ground?
18
Answer Problem 1
Given: Vx = 2.50m/s; h= 50.0 m; g= 9.8 m/s2
Find: Range and time
Formula: R = Vxt ; t = g2h
A. Range (R) = 7.975 or 8 meters
B. time (t)= 3.19 seconds
19
Open Ended
Problem 2. Am object is thrown horizontally from the top of a building with an initial velocity of 15.0 m/s. Find the height of the building if the object hit the ground 60.0 meters away from the building.
20
Answer Problem 2
Given: Vy = 15.0 m/s ; R = 60.0 m ; g= 9.8 m/s2
Find: height
Formula: h = gt2 / 2 ; Vy = gt or t = Vy / g
Answer : t = 1.53 seconds ; h = 11.47 meter
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PROJECTILE AT AN ANGLE
22
formula
Vx = Vxi = cos θ
Vy = Vi sin θ
23
Open Ended
Problem 3. What must be the horizontal distance of the ball if it is thrown with initial velocity of 50.0 m/s at an angle of 200?
24
Given Vi=50.0 m/s θ = 200
Unknown H =?
Formula: H = gt2 / 2 ; Vy = Vi sinθ
h= (Vi sin ) (t) - (1/2) gt2
R = Vi2 sin2θ / g
Solution R = (50m/s)2 sin2 (20) / 9.8 m/s2
Answer: R = 163.97 m or 164 m
25
WHAT I CAN DO
26
WHAT I CAN DO: STEPS
1. Vy= gt ( Vertical Velocity)
2. H = gt2 (Vertical Displacement)
3. Vx = 30 m/s ( given on the problem horizontal speed 30m/s) - (Horizontal Velocity)
4. R = Vxt ( Horizontal Displacement)
PROJECTILE MOTION
Unit 4 Module 1 Science 9

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