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ALL CIE PHYSICS DOUBTS HERE !!!

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WARRIOR:

--- Quote from: $!$RatJumper$!$ on October 30, 2010, 06:16:19 pm ---Could you tell which paper these questions are from? it would make it easier.

--- End quote ---

its questions from my school book :/

missbeautiful789:
For mass m1:

Resultant force = mass x acceleration

The only force on m1 is the tension on the string. Its weight is being "neutralised" by the reaction force of the table, so forget about its weight.
so
T=3xa

For mass M2:

Its hanging, so the string is pulling it upward and its weight is acting downward. So its RF= T-mg
assuming g=10

T-20=2xa
T=2xa+20

T is the same so we can say:

3a=2a+20
a=20

B) final velocity=initial velocity + acceleration x time

v=u+at

from rest, so u=o

V=at
v=20x1.2
V=24

c) S=ut+0.5xaxt2

s=0.5x20x1.22
s=14.4

d) s=0.5x20x0.42
s=1.6

______________________________________________

2500=1400xa
a=1.79
_________________________________________


resolved force of weight down plane= mg sin@

v2=u2+2aS

625=2xax50

a=6.25

RF=ma        so

mg sin@=mx6.25
mx10xsin@=mx6.25
sin@=0.625
@=38.7 degrees

Looks like homework..don't forget the units

WARRIOR:

--- Quote from: missbeautiful789 on October 30, 2010, 09:19:21 pm ---For mass m1:

Resultant force = mass x acceleration

The only force on m1 is the tension on the string. Its weight is being "neutralised" by the reaction force of the table, so forget about its weight.
so
T=3xa

For mass M2:

Its hanging, so the string is pulling it upward and its weight is acting downward. So its RF= T-mg
assuming g=10

T-20=2xa
T=2xa+20

T is the same so we can say:

3a=2a+20
a=20

B) final velocity=initial velocity + acceleration x time

v=u+at

from rest, so u=o

V=at
v=20x1.2
V=24

c) S=ut+0.5xaxt2

s=0.5x20x1.22
s=14.4

d) s=0.5x20x0.42
s=1.6

______________________________________________

2500=1400xa
a=1.79
_________________________________________


resolved force of weight down plane= mg sin@

v2=u2+2aS

625=2xax50

a=6.25

RF=ma        so

mg sin@=mx6.25
mx10xsin@=mx6.25
sin@=0.625
@=38.7 degrees

Looks like homework..don't forget the units

--- End quote ---
yes it was infact hw!

thanks ! + rep

that last one was pretty hard for me! even with your answers inftont of me

thanks again

WARRIOR:
yo guys !

i have a tension test and a vector and projectiles test

if anyone has any exams or notes or question and can be kind enough to post them..CHEERS!

Deadly_king:

--- Quote from: Salahuddin_Ansari on October 30, 2010, 09:19:21 pm ---For mass m1:

Resultant force = mass x acceleration

The only force on m1 is the tension on the string. Its weight is being "neutralised" by the reaction force of the table, so forget about its weight.
so
T=3xa

For mass M2:

Its hanging, so the string is pulling it upward and its weight is acting downward. So its RF= T-mg
assuming g=10

T-20=2xa
T=2xa+20

T is the same so we can say:

3a=2a+20
a=20

B) final velocity=initial velocity + acceleration x time

v=u+at

from rest, so u=o

V=at
v=20x1.2
V=24

c) S=ut+0.5xaxt2

s=0.5x20x1.22
s=14.4

d) s=0.5x20x0.42
s=1.6


--- End quote ---

She made just a small mistake there.

Actually the tension is upwards towards the pulley, but the acceleration is downwards due to the weight of M2.
Hence the equation should have been 20 - T = 2a

Now you can solve it with the first equation T = 3a and you'll be getting the acceleration to be 4ms-2

b) All the other answers were affected since the acceleration was not correct. Otherwise the method was perfect ;)

v = u + at ----> v = 0 + 4(1.2) = 4.8ms-1

c) v2 = u2 + 2aS ----> 4.82= 0 + 2(4)S
Hence the distance S is found to be 2.88m

d) Displacement is given by S = ut + 0.5at2
S = 0 + 0.5(4)(0.4)2 ---> S = 0.32m

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