Question 2 The block of weight 50 N is pressed against the spring so as to compress it a distance 0.6 m when it is at A. If the plane is smooth, determine the distance d, measured from the wall, to where the block strikes the ground. Neglect the size of the block. 0.9 m 2000 N/m 1.2 m

University Physics Volume 1
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Publisher:William Moebs, Samuel J. Ling, Jeff Sanny
Chapter5: Newton's Law Of Motion
Section: Chapter Questions
Problem 89AP: In building a house, carpenters use nails from a large box. The box is suspended from a spring twice...
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Hello,I wanna asked if my answer is correct...

 

For A to B I am using Ta+Va=Tb+Vb

And I get 

Ta= 0 since there is no velocity

Tb = ½(50)(VB)²=25(VB)²

Va=½ks² = ½(2000)(0.6)² =600N

Vb=mgh =(50)(9.81)(0.9)= 441.45

 

Then  Vb =2.52 m/s

And then using vertical motion from b to c to find t

Y=Y initial+(V sin36.87)tBC+1/2a(tBC)²

Then t = 0.609s

 

And find d using d=(vcos36.87)t

d=1.23m

 

Is my answer and method correct? Sorry for my bad english

Question 2
The block of weight 50 N is pressed against the spring so as to compress it a
distance 0.6 m when it is at A. If the plane is smooth, determine the distance d,
measured from the wall, to where the block strikes the ground. Neglect the size of
the block.
0.9 m
2000 N/m
· 1.2 m
Transcribed Image Text:Question 2 The block of weight 50 N is pressed against the spring so as to compress it a distance 0.6 m when it is at A. If the plane is smooth, determine the distance d, measured from the wall, to where the block strikes the ground. Neglect the size of the block. 0.9 m 2000 N/m · 1.2 m
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