(a)
\Step 1:
\Spring constant k = 5000 N/m.
\Angle of inclination is 35.0°.
\Spring is compressed by a distance 1.20 cm = 0.012 m
\Weight of the block of the mass is 45.0 g = 0.045 kg.
\When the block is at the upper end of the spring, spring is compressed by a distance of x and the block moves to a distance of d.
\Here the force exerted by the spring is equal to the force exerted by the block.
\Force exerted by the spring .
Force exerted by the block .
According to the law of conservation of energy : .
Block moves up by a distance .
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(b)
\Step 1:
\Spring constant k = 5000 N/m.
\Angle of inclination is 35.0°.
\Spring is compressed by a distance 1.20 cm = 0.012 m.
\Weight of the block of the mass is 45.0 g = 0.045 kg.
\Coefficient of friction is 0.300.
\When the block is at the upper end of the spring, spring is compressed by a distance of x and the block moves to a distance of d.
\Here the force exerted by the spring is equal to the force exerted by the block.
\Force exerted by the spring .
Force exerted by the block .
According to the law of conservation of energy : .
Block moves up by a distance .