Acceleration Problem 2
A plane stops from 300 m/s in 5 seconds. Calculate the plane's acceleration.
To find acceleration you need to know change of speed (ΔS).
What is ΔS for this equation?
- ΔS = -300 m/s
- ΔS = 300 m/s
- ΔS = 305 m/s
- ΔS = 5 m/s
A plane stops from 300 m/s in 5 seconds. Calculate the plane's acceleration.
Step 1: assign variables
Which of the following is correct?
- a = ?
ΔS= -300 m/s
ΔT = 5 sec - a = 300 m/s
ΔS= ?
ΔT = 5 sec - a = 300 m/s
ΔS= 5 sec
ΔT = ? - a = ?
ΔS= 5 sec
ΔT = 300 m/s
A plane stops from 300 m/s in 5 seconds. Calculate the plane's acceleration.
Step 1: assign variables
a = ?
ΔS= -300 m/s
ΔT = 5 sec
Step 2: formula
What is the correct formula?
- a = ΔS/ΔT
- a = ΔT/ΔS
- a = ΔSΔT
- a/ΔS = ΔT
A plane stops from 300 m/s in 5 seconds. Calculate the plane's acceleration.
Step 1: assign variables
a = ?
ΔS= -300 m/s
ΔT = 5 sec
Step 2: formula
a = ΔS/ΔT
Step 3: put in numbers.
Which of the following is correct?
- a = (300 m/s)(5 sec)
- a = (-300 m/s)/(5 sec)
- 300 m/s = ΔS/(5 sec)
- a = (5 sec)/(300 m/s)
A plane stops from 300 m/s in 5 seconds. Calculate the plane's acceleration.
Step 1: assign variables
a = ?
ΔS= -300 m/s
ΔT = 5 sec
Step 2: formula
a = ΔS/ΔT
Step 3: put in numbers.
a = (-300 m/s)/(5 sec)
Step 4: calculate an answer
- a = -60 m/s2
- a = 60 m/s2
- a = 1800 m/s2
- a = 5/300 m/s2