what is the angle θ which the left-hand cable makes with respect to the wall?
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Need to find the tension at T in left-hand cable
- Thread starter bikerkid
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I have a problem here in which two cables are supporting a weight of 631 N. The correct-hand cable has a tension of 680 N and and makes an angle of 32 degrees with the ceiling. The left-hand cablevision has a tension of T and makes an angle of X at the wall.
I need to find the tension at T in left-mitt cable in respect to the wall.
I besides need to find the angle that the left-manus cable makes with respect to the wall. I thought it should be 58 degrees, but apparently that is not correct.
Answers and Replies
[tex]\Sigma{F_x} = ma_x[/tex] which becomes [tex]\Sigma{F_x} = 0[/tex]
and [tex]\Sigma{F_y} = ma_y[/tex] which becomes [tex]\Sigma{F_y}=0[/tex].
And so if T is the tension of the unknown then the vertical component is Tsin(X). Horizontal component is Tcos(X).
Thank you. I got the offset role right. I but don't know what to do for the 2d role.
cool. tin can you bear witness how you got the first part? that way it'll exist easier to bear witness what y'all need to exercise side by side.
I institute the horizontal, vertical, and hypotenuse of the known side. And then, I knew that the unknown horizontal was equivalent to the known horizontal. I knew the forces had to add up to cipher, due to it existence in equilibrium, so I solved for the unknown tension and found information technology to be 637.029 Due north. I solved for the other unknown perpendicular simply do so and found that to be 270.6557549 N. I thought this angle would be arc tan, but that is not working. I don't know what to do now.
it's arctan(reverse/adjacent)... or arcsin(reverse/hypotenesue) = arcsin(270.65575/637.029) = 25.1 degrees. Is this what you got?
Yes, that's what I got, but it says the answer is incorrect, fifty-fifty though it says that the force I got was correct. Information technology makes no sense.
Oh... information technology asks for the angle with the wall... I idea the second cablevision was connected to the ceiling too... I think and so the answer is supposed to be 90-25.1 = 64.9 degrees
An 8kg block is released from rest on an inclined plane and moves 2.2m during the side by side 3.4s. The acceleration of gravity is ix.8m/s^two.
What is the coefficient of kinetic friction for the incline?
There is another problem that I don't really empathise.An 8kg block is released from rest on an inclined aeroplane and moves 2.2m during the side by side 3.4s. The dispatch of gravity is nine.8m/due south^2.
What is the coefficient of kinetic friction for the incline?
Did you find the dispatch? What are the forces acting on the cake along the aeroplane?
There are no other forces acting on it.
a = .3806228374 m/s^2There are no other forces acting on information technology.
aye, that's the correct acceleration.
There are 2 forces... what are they? 1 is friction... what's the other?
Weight? The block has a mass of 8kg. It doesn't say whatever other forces.
Yeah... divide the weight into 2 components... what is the component forth the plane... what is the component perpendicular to the plane...
Get the equations:
[tex]\Sigma{F_x} = ma_x[/tex]
[tex]\Sigma{F_y} = ma_y[/tex]
you already got [tex]a_x = .3806228374[/tex]. and ay = 0.
72.59N in the Y and 29.3692N in the X ?
What is exactly 72.58 and what exactly is 29.3692N? can you write the equations out...
Due west = 8(9.8)
W = 78.four
I did F perpendicular as 78.4cos22 and found that to be 72.6912.
I then did 78.4sin22 and found that to be 29.3692.
Alright, I figured information technology out using 2 formulas I found online. Thanks for your assistance.
cool. good job!
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