GEN PHYSICS QUIZ

Question 1

quantities that can be described completely b their magnitudes ANd appropriate units

Answer 1

SCALAR

Question 2

Quantities that can be described by their magnitudes, and appropriate units and directions

Answer 2

VECTOR

Question 3

5 scalar

Answer 3

MASS
TEMPERATURE
DISTANCE
SPEED
TIME

Question 4

4 example vector

Answer 4

FORCE
DISPLACEMENT
VELOCITY
ACCELERATION

Question 5

along the horizontal line

Answer 5

X

Question 6

along the vertical line

Answer 6

Y

Question 7

CENTER OF GRAPH

Answer 7

ORIGIN

Question 8

sum of two or more vectors

Answer 8

RESULTANT VECTOR

Question 9

R2=A2+B2

Answer 9

COMMUNITATIVE PROPERTY

Question 10

kahit magkabaliktad ang a at b

Answer 10

COMMUNITATIVE PROPERTY

Question 11

A+B=B+A

Answer 11

COMMUNITATIVE PROPERTY

Question 12

(A+B)+C=A+(B+C)

Answer 12

ASSOCIATIVE PROPERTY

Question 13

TWO GRAPHICAL METHODS

Answer 13

PARALLELOGRAM METHOD
POLYGON METHOD

Question 14

TWO ANALYTICAL METHODS

Answer 14

LAWS OF SINES AND COSINES
COMPONENT METHOD

Question 15

same with the parallelogram method and polygon method, except that instead of determining the magnitude and directions of the resultant vector by actual measurement,theyare computed using these laws

Answer 15

LAWS OF SINE AND COSINES

Question 16

formula for laws of sines and cosines

Answer 16

R2=a2+B2-2ABcostheta

Question 17

DEGREE FORMULA LAWS OF SINES AND COSINES

Answer 17

b/sin theta=r/sin theta

Question 18

for two vectors in same direction the angle is?

Answer 18

ZERO

Question 19

the direction of the resultant with zero angle is?

Answer 19

SAME DIRECTIONS

Question 20

the angle of the resultant with oposite direction

Answer 20

180 degrees

Question 21

DIRECTION OF oppostite direction resuktant

Answer 21

DIRECTION OF LARGER VECTOR

Question 22

the angle of the two vectors perpendicular to each toher

Answer 22

PHYTAGOREAN THEOREM

Question 23

use of vectors in life

Answer 23

GIVING DIRECTIONS
WALKING
STROLLING
ROAD SIGNS

Question 24

SINGLE vector divided into two

Answer 24

COMPONENTS

Question 25

process of splitting vector

Answer 25

RESOLUTION

Question 26

for all units in horizontal

Answer 26

X=

Question 27

for all units vertical

Answer 27

Y=

Question 28

Sometimes, it is needed to subtractonevectorfrom another.

Answer 28

VECTOR SUBTRACTION

Question 29

if positive north is in subtraction

Answer 29

MAKE IT NEGATIVE SOUTH

Question 30

formula for vector subtraction

Answer 30

A-B=A+(-B)

Question 31

scalar in multiplication

Answer 31

K

Question 32

vector in multiplication

Answer 32

V

Question 33

The product of k and v, written as kV,is a vector.

Answer 33

VECTOR MULTIPLICATION

Question 34

formula for force

Answer 34

F=ma

Question 35

m in force is

Answer 35

MASS (SCALAR)

Question 36

a in force is

Answer 36

ACCELERATION (VECTOR)`

Question 37

If we multiply both vectors it can be scalar by the use of

Answer 37

DOT PRODUCT

Question 38

formula for multiplication of vectors (X)

Answer 38

A.B=[a] [b] cos theta

Question 39

If we multiply both vectors it can also be another vectors by the use of

Answer 39

CROSS MULTIPLICATION

Question 40

formula for multiplication of vectors (Y)

Answer 40

A x B = [a] [b] sin theta

Question 41

can be communitative property in vector multiplication

Answer 41

X AXIS

Question 42

cannot be communitative property in vector multiplication

Answer 42

Y AXIS

Question 43

It considers the Z axis by making it in 3 dimensional model.

Answer 43

VECTOR IN SPACE

Question 44

y axis in space

Answer 44

J

Question 45

x axis in space

Answer 45

i

Question 46

Z AXIS IN SPACE

Answer 46

k

Question 47

formula for vector in space

Answer 47

R^2= i^2 + j^2 + k^2

Question 48

if in x axis

Answer 48

RCOS

Question 49

if in y axis

Answer 49

RSIN