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7.We have
intial velocity=u m/s
final velocity=0 m/s
Acceleration due to gravity= - 10m/s^2
According to third equ. if motion
2as=v^2-u^2
2as=0^2-u^2
-20s= -u^2
s=-u^2/-20
s=0.05u^2
8.We have,
initial velocity=u m/s
acceleration= a m/s^2
i.Time=1sec
S=ut+1/2at^2
S=u+1/2a
S=u+0.5a
ii.u=2m/s
a=1 m/s^2
t=5sec
S=ut+1/2at^2
S=2(5)+0.5(1)(5)^2
S=10+12.5
S=22.5m
9. Distance travelled=Area of figure OABC
=Area of rectangle OADC + Area of triangle ABD
We will now find out the area of the rectangle OADC and the area of the triangle ABD.
(i) Area of rectangle OADC=OA × OC=u × t=ut ...... (5)
(ii) Area of triangle ABD=(1/2) × Area of rectangle AEBD
=(1/2) × AD × BD
=(1/2) × t × at (because AD
= t and BD = at)=(1/2) at2...... (6)
So, Distance travelled, s=Area of rectangle OADC + Area of triangle ABDor s = ut + (1/2) at2
This is the second equation of motion. It has been derived here by the graphical method.
10.Linear motion /uniform motion
intial velocity=u m/s
final velocity=0 m/s
Acceleration due to gravity= - 10m/s^2
According to third equ. if motion
2as=v^2-u^2
2as=0^2-u^2
-20s= -u^2
s=-u^2/-20
s=0.05u^2
8.We have,
initial velocity=u m/s
acceleration= a m/s^2
i.Time=1sec
S=ut+1/2at^2
S=u+1/2a
S=u+0.5a
ii.u=2m/s
a=1 m/s^2
t=5sec
S=ut+1/2at^2
S=2(5)+0.5(1)(5)^2
S=10+12.5
S=22.5m
9. Distance travelled=Area of figure OABC
=Area of rectangle OADC + Area of triangle ABD
We will now find out the area of the rectangle OADC and the area of the triangle ABD.
(i) Area of rectangle OADC=OA × OC=u × t=ut ...... (5)
(ii) Area of triangle ABD=(1/2) × Area of rectangle AEBD
=(1/2) × AD × BD
=(1/2) × t × at (because AD
= t and BD = at)=(1/2) at2...... (6)
So, Distance travelled, s=Area of rectangle OADC + Area of triangle ABDor s = ut + (1/2) at2
This is the second equation of motion. It has been derived here by the graphical method.
10.Linear motion /uniform motion
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