1 m = 3 kg %3D mgh =,mv² 2. g= 9.8 m/s (Solve for v) h=6m

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Chapter6: Uniform Circular Motion And Gravitation
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Introduction Week Workshop Activities
Module 1: Dimensional Analysis, Unit Conversion, Trig, and Vectors
3. O Substitute in the numbers and units and calculate the number and unit for
the quantity of interest:
m = 3 kg
x = 2 m
(Solve for t)
m2g (Solve for r)
m2=1.1 kg
g=9.8 m/s²
v=5.1 m/s
v=3.1 m/s
1
m = 3 kg
m,v1 +m2v2 = m,vf+m2vf m1 = 0.8 kg
m2=0.1 kg
Vq =-3.8 m/s
%3D
%3D
mgh =,mv²
%3D
%3D
g=9.8 m/s
(Solve for vf)
%3D
%3D
(Solve for v)
h=6m
%3D
V2=5.1 m/s
Transcribed Image Text:%23 $ % F7 3 4 5 & Introduction Week Workshop Activities Module 1: Dimensional Analysis, Unit Conversion, Trig, and Vectors 3. O Substitute in the numbers and units and calculate the number and unit for the quantity of interest: m = 3 kg x = 2 m (Solve for t) m2g (Solve for r) m2=1.1 kg g=9.8 m/s² v=5.1 m/s v=3.1 m/s 1 m = 3 kg m,v1 +m2v2 = m,vf+m2vf m1 = 0.8 kg m2=0.1 kg Vq =-3.8 m/s %3D %3D mgh =,mv² %3D %3D g=9.8 m/s (Solve for vf) %3D %3D (Solve for v) h=6m %3D V2=5.1 m/s
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