Solve the following problems: 1- A hockey puck having a mass of a 0.3 kg slides on the horizontal, frictionless surface of an ice rink. Two hockey sticks strike the puck simultaneously, exerting the forces on the puck shown in the Fig. The. force F₁ has a magnitude of 5 N, and the force F2 has a magnitude of 8 N. Determine both the magnitude and the direction of the puck's acceleration. 60⁰ 20⁰ F₂=8 N F₁ = 5 N

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Chapter1: Units, Trigonometry. And Vectors
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A hockey puck having a mass of a 0.3 kg slides on the horizontal,
frictionless surface of an ice rink. Two hockey sticks strike the puck
simultaneously, exerting the forces on the puck shown in the Fig. The
force F1 has a magnitude of 5 N, and the force F2 has a magnitude of 8
N. Determine both the magnitude and the direction of the puck’s
acceleration.


2- A car with mass 2000 kg moves with velocity 20 m/s on a friction surface. If the car takes
100 m to stop, determine the friction force.

Solve the following problems:
1- A hockey puck having a mass of a 0.3 kg slides on the horizontal,
frictionless surface of an ice rink. Two hockey sticks strike the puck
simultaneously, exerting the forces on the puck shown in the Fig. The
force F₁ has a magnitude of 5 N, and the force F₂ has a magnitude of 8
N. Determine both the magnitude and the direction of the puck's
acceleration.
60⁰
20⁰
F₂ = 8 N
F₁ = 5 N
X
2- A car with mass 2000 kg moves with velocity 20 m/s on a friction surface. If the car takes
100 m to stop, determine the friction force.
Transcribed Image Text:Solve the following problems: 1- A hockey puck having a mass of a 0.3 kg slides on the horizontal, frictionless surface of an ice rink. Two hockey sticks strike the puck simultaneously, exerting the forces on the puck shown in the Fig. The force F₁ has a magnitude of 5 N, and the force F₂ has a magnitude of 8 N. Determine both the magnitude and the direction of the puck's acceleration. 60⁰ 20⁰ F₂ = 8 N F₁ = 5 N X 2- A car with mass 2000 kg moves with velocity 20 m/s on a friction surface. If the car takes 100 m to stop, determine the friction force.
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