UD Phys207W09
Exam I
Name
YiA.,-er
You must show all of your work for credit. Include units with your numerical answers. 1. [10] Starting with a=dv/dt, derive the following equations of motion for constant acceleration by integrating and ap
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UD Phys207W09
Quiz 6
Name
A A SIN-en 4.4/
You must show all of your work for credit. Include units with your numerical answers. _j_ , /m , P' iL, , [3] Find the center of mass of the object shown below. /* , ("Z -(- (rt,
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UD Phys207W09
Quiz 5
Name
Ass
-1
You must show all of your work for credit. Include units with your numerical answers. A block of mass m is dropped from rest at the top of a frictionless quarter circular wedge of height h above a horizontal
UD Phys207W09
Quiz 4
Name
J
You must show all of your work for credit. Include units with your numerical answers. A 10.0 kg block is pulled along a horizontal floor at a constant speed a distance d=10m by a cord that exerts a constant force P
UD Phys207W09
Exam III
Name
N,Sure/ h-ec
J You must show all of your work for credit. Include units with your numerical answers. 1. [10] A beam of mass m and length L is suspended by a pivot and a wire which makes an angle 0 with the beam, and
UD Phys207W09
Exam II
Name
AAS,:ve
You must show all of your work for credit. Include units with your numerical answers. 1. [10) A particle of m=21% is in a region in which the potential curve, U(x), is represented graphically below; only conse
Newton:
F=0 v=contstant
F=ma
F x =ma x
F y =m a y
F x =ma x
F =F x e x + F y e y + F z e z
F1 op 2=F2 op 1
Beweging:
ndimensionaal
Twee- en driedimensionaal
1
x=x 0+ v 0 t + a t 2
2
1
r =r 0+ v 0 t + a t 2
2
v =v 0 +a t
v =v 0 + a t
Voor de x-compone