I.
Identification. Identify the following.
1. It
refers to measurement or size
2. It
is a quantity described with magnitude and direction.
3. A
quantity described by magnitude only.
4. A
process of combining or adding two or more vectors to produce a single vector.
5. It
pertains to the combined or added vectors.
6. It
represents the starting position or origin of the vector.
7. It
indicates the direction of the vector.
8. It
tells us about the magnitude of the vector.
9. Principle
of adding vectors of the same direction.
10. Principle
of adding vectors of opposite direction.
II.
Classification.
Draw line for scalar
quantity and arrow for
vector quantity.
1. Density
2. Weight
3. Mass
4. Time
5. Speed
6. Displacement
7. Momentum
8. Distance
9. Temperature
10. Velocity
III.
Enumeration
1-3.
Graphical method of adding vectors
4-5. Analytical
method of adding vectors
6-8. Compass
Directions
9-10.
Relative Directions
IV.
Vector Representation. Draw the following
vectors in one Cartesian plane using the given scale.
1. The
car moves 20 m/s going East (0.5 cm=2 m/s)
2. A
man walks 65 m to the left (0.5 cm=15 m)
3. A
vehicle accelerated 108 m/s2 25⁰ North of West (0.5 cm=9 m/s2)
4. A
man pushes a cabinet 130 N 70⁰ South of East (0.5 cm=13 N)
5. A
wrestler has a weight of 960 N (0.5 cm=60 N)
V.
Vector Addition. Add the following vectors
graphically using the given scale
1. Tommy
pulls his toy car 60 N to the left and pauses to fix it he then continues
pulling it 75 N in the same direction. Find the resultant force of Tommy. (0.5
cm=7.5 N)
2. Mang
Tomas rides a bicycle to buy a bottle of ketchup. He travels 250 m from his
house to the store. After buying his product, he rides again from the store
back to his house. The store is in the North and Mang Tomas’ house is in the South.
Find his final displacement. (0.5 cm=25 m)
3. Tom
is selling merienda around the town. He starts from the plaza to the jeepney
terminal 320 m due South. He continues 0.450 km turning to East in front of
LSIM. What is his resultant displacement? (0.5 cm= 90 m)
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