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Is a=gsintheta a rule ??
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anyone Esme
Is a=gsintheta a rule ??
thanks .... can u plz tell me about no.7 WHY we equated it with 0 for accelaration ?
http://papers.xtremepapers.com/CIE/Cambridge International A and AS Level/Mathematics (9709)/9709_w10_qp_42.pdf
Nov012 v.42 no4 :S
cant remember the paper.... did this few weeks ago so cant recall..... just recalled the scenario
so confirm it should be t-2 ? these type are so confusing :\ anybody recalls a paper similar to this?
Sorry but I can't get itThey've given you one of the forces in the y-direction already, 75N . Since they mentioned positive y-direction that means upwards. Anything down will be taking as negative so you'll have to change the sign later.
To find the other two forces use Pythagoras because you have the x-direction and the resultant so you'll get one force as.
68^2-60^2 = √1024 = -32N
Change it to positive = 32N
And the other as
100^2-96^2 = √784 = -28
Change it to positive = 28N
Hope you got it x)
Sorry but I can't get it
I don't knw how to use hereDo you know how to use Pythagoras theorem?
I don't knw how to use here
Thanx! n Best of luck 4 M1 2mrw!!!Will try this one after mechanics...though it looks like a simple differential equations question
Is a=gsintheta a rule ??
What they have given us:The 'x' components of the following forces:Nov012 v.42 no4 :S
What they have given us:The 'x' components of the following forces:
68 N = -60N
75N= 0N
100N= 96N,
What we gotta find, i) (resolve the forces 100 N and 68N) therefore, 68cos(theta) = -60 , theta= 28.1 deg
100cos (beta) =96, beta=16.2 deg, hence we now know the angles that the forces make with the horizontal axis. We can find 'y' components of the forces.
68 N => -68sin28.1 = -32 N ( negative as it in he the negative y axis direction)
75 N => no components to resolve as it is itself on the y-axis so, 75 N
100 N => -100sin16.2= -27.9 N
ii) List the Fx components of the forces And then the Fy components as we calculated above:
Fx=> -60+0+96 = 36 N
Fy=> -32+75-27.9= 15.1 N
Resultant = (36^2 + 15.1^2)^1/2 (i took the square root of the squares of the sum of the two forces we calculated (Fx and Fy)
Therefore, tan(theta)= y/x => tan (theta) = 15.1/36, theta= 22.8 deg.
Hope u got it.
Okaaay thankswhen there is no frictional force then the formula is applicable
They should accept the registration to download right ?
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