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Mechanics M1: Post your doubt here

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Jun06 p4 no 4
(i)(a) Height of A=Area under graph for 1st 0.7s
=(0.5)(0.7)(7)
=2.45m

(b) Depth of liquid=Area under graph for t between 0.7s and 1.2s
=(0.5)(1.2-0.7)(5+7)
=3m

(ii) Acceleration= (5-7)/(1.2-0.7)
= -4ms^-2
Therefore,deceleration= 4ms^-2

(iii) Weight - Resistance = Mass x Acceleration
mg - R = ma
10m - 0.7 = -4m
14m = 0.7
m = 0.05Kg[/QUOTE]
 
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Jun06 no.7 ii and iii
Jun06 no.5 iii
Jun07 no.1 ii
june 06 no.7 ii and iii

7 (ii) since the particles r traveling on a smooth plane then 3latol t3rafe ano al downward acceleration is a = g sinθ
w howa medeke al height 1.6 so calculate the distance from the given time and it will be d= 6.5
now use sinθ = 1.6/6.5
a= 10(1.6/6.5)
a= 2.46

7 (iii) first u calculate the time taken when q reached the maximum height w ante al mafrod tkone 3rfa lama y2olo maximum height da m3ana ano its velocity is 0
so vQ = u+ at
0 = 1.3 -2.46t
t = 0.5285 s

this means it took 0.5285 s for particle q to reach its maximum height now lets see whats the distance traveled by p when q reached its maximum height

s = 1.3(0.5285) + 1/2(2.46)(0.5285)^2
s= 1.03 m
 
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