Physics, asked by thunderstormking20, 9 months ago

pls give the correct opt fast

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Answered by Anonymous
8

Solution:-

For acceleration we use

Acceleration of ( block + wedge ) :-

 : \implies  \rm \: a =  \dfrac{F}{(M + m)}

Derive the formula

FBD of block w.r.t ground

with respect to ground block is moving with an acceleration a

 \therefore \:  \:  \:  \:  \:   \Sigma \: F_y = 0

 \implies \: N \cos\theta = mg

and

 \Sigma \: F_x = ma

 \implies \: N \sin \theta = ma

For eqs ( i) and ( ii ) , we get

a =  g\tan\theta

F = (M + m)a

 \boxed{F = (M + m)g \tan\theta}

Now put the value we get force

F = (16 + 4) \times 10 \times  \tan 37 \degree

F = 20 \times 10 \times  \dfrac{3}{4}

F = 5 \times 10 \times 3

F = 150N

Note :- FBD of mass m is attach

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