12.3 CHAPTER 12. FORCE,MOMENTUM AND IMPULSE
direction of motion
a =?
F 1
Ff
F 1 = applied force on box (32 N)
Ff= Frictional force (7 N)
Step 2 : Calculate the acceleration of the box
We have been given:
Applied force F 1 = 32 N
Frictional force Ff= - 7 N
Mass m = 10 kg
To calculate the acceleration of the box we will be using the equation FR=
ma. Therefore:
FR = ma
F 1 + Ff = (10)(a)
32 − 7 = 10 a
25 = 10 a
a = 2,5m· s−^1 towards the left
Example 6: Newton II - box on surface 2
QUESTION
Two crates, 10 kg and 15 kg respectively, are connected with a thick rope according to the
diagram. A force of 500N is applied. The boxesmove with an acceleration of 2 m·s−^2. One
third of the total frictional force is acting on the10 kg block and two thirds on the 15 kg block.
Calculate:
- the magnitude and direction of the frictionalforce present.
- the magnitude of thetension in the rope at T.
15 kg
a = 2 m·s−^2
500 N
10 kg T