Block 1 has mass 2.5 kg and b (e) Using the rewritten equatic acceleration of the two blocks a= 2.6 X

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Here are the equations I only need help with part e please
(b) Newton's Second Law for m, in terms of the tension T and the weight mig can be written
as:
ΣFy=
(c) Newton's Second Law for me in terms of the tension T and the weight mag can be written
as:
T-m₁g=m₁a₁
ΣFy=
T-m₂g=m₂a₂
(d) How are a, and a2 related? What are the directions of a, and a2?
A. a, is greater than a2
B. a, is less than a2
C. a, and a2 have the same magnitude and direction
D. a, and a₂ have the same magnitude but opposite directions
D.
◆
Consider: How will the equations from part (b) and (c) change considering the relationship
between a, and a2?
Transcribed Image Text:(b) Newton's Second Law for m, in terms of the tension T and the weight mig can be written as: ΣFy= (c) Newton's Second Law for me in terms of the tension T and the weight mag can be written as: T-m₁g=m₁a₁ ΣFy= T-m₂g=m₂a₂ (d) How are a, and a2 related? What are the directions of a, and a2? A. a, is greater than a2 B. a, is less than a2 C. a, and a2 have the same magnitude and direction D. a, and a₂ have the same magnitude but opposite directions D. ◆ Consider: How will the equations from part (b) and (c) change considering the relationship between a, and a2?
SOLVE WITH NUMERICAL VALUES
Block 1 has mass 2.5 kg and block 2 has mass 4 kg.
(e) Using the rewritten equations from part (b) and (c) and part (d) find the magnitude of the
acceleration of the two blocks.
a= 2.6
X
m
(f) Calculate the tension in the string.
T=
N
Think: How would the answers for part (e) and (f) change if instead you chose downward as
positive and upward as negative direction.
Transcribed Image Text:SOLVE WITH NUMERICAL VALUES Block 1 has mass 2.5 kg and block 2 has mass 4 kg. (e) Using the rewritten equations from part (b) and (c) and part (d) find the magnitude of the acceleration of the two blocks. a= 2.6 X m (f) Calculate the tension in the string. T= N Think: How would the answers for part (e) and (f) change if instead you chose downward as positive and upward as negative direction.
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