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## PowerPoint Slideshow about 'Linear Motion' - johana

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### Practice and 8 seconds

### Practice and 8 seconds

### Practice and 8 seconds

What is kinematics?

- Branch of physics that describes the motion of objects

Average Speed

- Definition - Distance covered in a period of time:
- Equation –
- v = average speed - (m/s) – meters per second
- d = distance covered (m) – meters
- t = time (s) - seconds

Calculate the average speed of the object during the first 2 seconds

Think again – Typical ProblemCalculate the average speed of the object between 2 seconds and 4 seconds

Think again – Typical ProblemCalculate the average speed of the object between 4 seconds and 8 seconds

Think again – Typical ProblemBellwork and 8 seconds

- Explain how you think the object in the following Velocity (speed) vs time graph is moving

a = and 8 secondsD V = Vf - Vi

D t t

Definition – Rate of change of speed in a period of time.

Equation –

a = acceleration (m/s2) = meters per second2

Vi = initial speed or velocity (m/s) = meters per second

Vf = final speed or velocity (m/s) = meters per second

t = time (s) = seconds

AccelerationTypical problems and 8 seconds

- Find the acceleration of the object

Typical problems and 8 seconds

- Find the total distance traveled by the object

- Find the acceleration of the object the first second. and 8 seconds
- Find the distance traveled during this time.

- Find the acceleration between 1 and 2 seconds. and 8 seconds
- Find the distance traveled during this time.

- Find the acceleration between 3 and 4 seconds. and 8 seconds
- Find the distance traveled during this time.

- Find the acceleration between 5 and 6 seconds. and 8 seconds
- Find the distance traveled during this time.

- Find the acceleration between 6 and 8 seconds. and 8 seconds
- Find the distance traveled during this time.

- Find the acceleration between 8 and 10 seconds. and 8 seconds
- Find the distance traveled during this time.

To solve physics problems and 8 seconds

- Identify known variables with units
- Identify unknown variables
- Identify the proper equation
- “plug in” numbers into equation
- solve for unknown
- round if necessary

Average Speed and 8 seconds

- Definition - Distance covered in a period of time:
- Equation –
- v = average speed - (m/s) – meters per second
- d = distance covered (m) – meters
- t = time (s) - seconds

Typical Problem and 8 seconds

- A race car runs 540 Km in 3 hours. What is the average speed of the car?

Identify known variables and 8 seconds

d = 540 km

t = 3 hrs

Identify unknown

v = ?

Identify proper equation

Plug in numbers

Solve for unknown

v= 180 km /hr

Use the stepsExample #2 and 8 seconds

- A plane takes 2 hours to travel from San Juan P.R. to Orlando FL. If Orlando is 900 Km north of San Juan, What is the average speed of the plane?

Example #3 and 8 seconds

- A marathon runner maintains a constant speed of 7 m/s during a 1000 m race. How much time did it take the runner to reach the finish line?

Example # 4 and 8 seconds

- What is the distance covered by jaguar after running for 10 seconds after Mr. Marrero at 1000 km/h.

a = and 8 secondsD V = Vf - Vi

D t t

Definition – Rate of change of speed in a period of time.

Equation –

a = acceleration (m/s2) = meters per second2

Vi = initial speed or velocity (m/s) = meters per second

Vf = final speed or velocity (m/s) = meters per second

t = time (s) = seconds

AccelerationExample: and 8 seconds

- A train accelerates from rest to 18 m/s in 6 seconds. What is it’s acceleration?

Example and 8 seconds

A race car decelerates from 30 m/s to 15 m/s in 5 seconds. What is it’s acceleration?

Example: and 8 seconds

- A rocket travels from rest with an acceleration of 10 m/s2. What is the speed of the rocket after 5 seconds?

Example: and 8 seconds

- A ball rolls down a hill with an initial speed of 5 m/s. If the ball rolls with an acceleration of 10 m/s2, how much time does it take for it to reach a speed of 20m/s?

Independent of V and 8 secondsf

- d = distance or displacement (m)
- Vi = initial speed or velocity (m/s)
- t = time (s)
- a = acceleration (m/s2)

d = Vi t + ½ a t2

Example: and 8 seconds

- A Plane accelerates from rest at 5 m/s2. What is it’s displacement after 10 seconds?

V and 8 secondsi = initial speed or velocity (m/s)

Vf = final speed (m/s)

d = distance (m)

a = acceleration (m/s2)

Independent of time- Vf2 = Vi2 + 2 ad

Example and 8 seconds

- A plane needs a speed of 80 m/s to lift off. If the track is 2 x 103m, what must its acceleration be to reach take of speed?

Free Fall and 8 seconds

- Free Fall – motion with no acceleration other than that provided by gravity

a = g = 9.81 m/s and 8 seconds2

All Falling objects in free fall accelerate at the same rate

REGARDLESS OF THEIR MASS!!!!!!!!!!

For all “free fall” problems’ assume:

Gravitational Acceleration- a = acceleration (m/s2)
- g = acceleration due to gravity (m/s2)

Example: and 8 seconds

- A basketball is dropped from the roof of a coliseum.
- a) What is the ball’s speed after 4 seconds?
- b) How tall is the coliseum?

Example: and 8 seconds

- A student drops a stone from a bridge into the river.
- If it takes 25 seconds for the stone to hit the river, how tall is the bridge?
- What is the speed of the rock when it hits the river?

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