Relation between acceleration of rod
acceleration of wedge placed on ground, is
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Answer:
A1 = 9g/25,
A2 = 12g/25
Explanation:
1)Let us take the angle of wedge be 37
Let the acceleration of rod and wedge be 'a1' and 'a2' respectively (see figure)
2) By constraint motion , we can say
A1cosΘ = a2sinΘ
Tan Θ = a1/a2
Now, using Newton's Law on Rod A,we get
Mg – NcosΘ = ma1
NcosΘ = mg – ma1
Also on wedge
NsinΘ=ma2
Dividing above equations,
Tan Θ = a2/(g – a1)
= 1/(g/a2 – a1/a2)
Tan Θ = 1 / (g/a2 – tanΘ)
Solving this we get;
A2= gsinΘcosΘ
4)Using Tan Θ = a1/a2
A1 = gsin^2 Θ
Now, Substituting Θ = 37
A1 = 9g/25,
A2 = 12g/25
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