MARKING SCHEMES –CHAPTER 1 ( Introduction To Science )
MARKS
QUES 1
CHARACTERISTICS a The longer the length of the pendulum the longer time is taken to complete one oscillation b i Manipulated V = Length of the pendulum ii Responding V = Time taken for one oscillation iii Controlled V = Mass/size of the pendulum c i. 20 cm ii. 100cm
TOTAL
1 3 2
d i
T 2.4 i m 1.8 e 1.2
x x x x
0.6 2 0
2
20 40 60 80 100 Length of pendulum(cm)
ii 1.5 s e P Q R P f The time of swing depends on the length of the pendulum Pendulum 20 cm ,period of swing = 20 seconds a Pendulum 30 cm, period of swing = 30 seconds Pendulum 40 cm , period of swing = 40 seconds Pendulum 50 cm , period of swing = 50 seconds b
Length of the pendulum (cm) 10 20 30 40 50
Period for 10 complete swing 10 20 30 40 50
Period for 1 complete swing 1.0 2.0 3.0 4.0 5.0
1 1 2
12
4
2
c
2
1
Time (s ) 5.0
x
4.0
x
3.0
x
2.0
x
1.0
x 0
d
e
f g
a 3 b c d
10
20
30
40
50
Length of the pendulum(cm ) The period of the pendulum swing is longer when the pendulum is longer // The longer the length of the pendulum, the longer the period of the pendulum to swing. Manipulated V = Length of the pendulum Responding V = Time taken for one oscillation // the period for one complete oscillation. Controlled V = Mass/size of the pendulum bob 2.5 s The period of the pendulum to make one complete swing increases with the length of the pendulum. // The period of the pendulum to make one complete oscillation increases when the length of the pendulum increases. // When the length of the pendulum increases , the period of pendulum to make one complete oscillation also increases. The child R with a shorter length will swing faster than the child P and Q. The child R has a shorter length of swing will swing fastest. The shorter the length of swing, the shorter the time taken to swing. i. A B C B A
1
3
1
1
14
1 1 1 1
2
e
Manipulated variable Responding variable
Length of swing/ pendulum
2
Time for one swing/ complete oscillation
f
2
g
2
1.2 second
1
3
The longer the length of string, the longer time taken to complete one oscillation.
1 12
4