#4) Let's say you got a summer job as a dog walker. Each force shown on the diagram represents the magnitude of the force from each of the dogs (this is the top view looking down). You are at the center of all the forces, which will be the origin for this problem. Report answers to 3 sig figs. ECANSU (A) Find the magnitude of the net force (this is the resultant vector; it now has a meaning) acting on you as a result of all the dogs pulling you in different directions. (B) Find the angle the net force vector makes from the positive x-axis. (C) If your mass was 70.0 kg, what would the magnitude of your acceleration be due to this net force? B = 40 N 25° 35° 40° A = 30 N C = 50 N
#4) Let's say you got a summer job as a dog walker. Each force shown on the diagram represents the magnitude of the force from each of the dogs (this is the top view looking down). You are at the center of all the forces, which will be the origin for this problem. Report answers to 3 sig figs. ECANSU (A) Find the magnitude of the net force (this is the resultant vector; it now has a meaning) acting on you as a result of all the dogs pulling you in different directions. (B) Find the angle the net force vector makes from the positive x-axis. (C) If your mass was 70.0 kg, what would the magnitude of your acceleration be due to this net force? B = 40 N 25° 35° 40° A = 30 N C = 50 N
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Transcribed Image Text:#4) Let's say you got a summer job as a dog walker. Each force shown on the diagram represents the
magnitude of the force from each of the dogs (this is the top view looking down). You are at the center of
all the forces, which will be the origin for this problem. Report answers to 3 sig figs. ECANSU
(A) Find the magnitude of the net force (this is the resultant
vector; it now has a meaning) acting on you as a result
of all the dogs pulling you in different directions.
(B) Find the angle the net force vector makes from the
positive x-axis.
(C) If your mass was 70.0 kg, what would the magnitude of
your acceleration be due to this net force?
B = 40 N
25°
35°
40°
A = 30 N
C = 50 N
Expert Solution
Introduction:
We are given 3 forces. We have to find the resultant of these forces. We first find the x component of resultant force. We then find y component by resolving the forces and adding their y components. We hence find magnitude and direction of resultant. We then find acceleration of the given mass.
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