PA.SCI.3.2.10.B1
Pennsylvania Standards for Science and Technology and Engineering Education
Grade 10
Science Domain: Physical Sciences: Chemistry and Physics
Topic: Physics
Standard: Analyze the relationships among the net forces acting on a body, the mass of the body, and the resulting acceleration using Newton's Second Law of Motion. Apply Newton's Law of Universal Gravitation to the forces between two objects. Use Newton's Third Law to explain forces as interactions between bodies. Describe how interactions between objects conserve momentum.
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PA.SCI.3.2.12.B1
Pennsylvania Standards for Science and Technology and Engineering Education
Grade 12
Science Domain: Physical Sciences: Chemistry and Physics
Topic: Physics
Standard: Analyze the principles of rotational motion to solve problems relating to angular momentum and torque.
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PA.SCI.3.2.3.B1
Pennsylvania Standards for Science and Technology and Engineering Education
Grade 3
Science Domain: Physical Sciences: Chemistry and Physics
Topic: Physics
Standard: Explain how movement can be described in many ways.
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PA.SCI.3.2.4.B1
Pennsylvania Standards for Science and Technology and Engineering Education
Grade 4
Science Domain: Physical Sciences: Chemistry and Physics
Topic: Physics
Standard: Explain how an object's change in motion can be observed and measured.
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PA.SCI.3.2.5.B1
Pennsylvania Standards for Science and Technology and Engineering Education
Grade 5
Science Domain: Physical Sciences: Chemistry and Physics
Topic: Physics
Standard: Explain how mass of an object resists change to motion.
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PA.SCI.3.2.6.B1
Pennsylvania Standards for Science and Technology and Engineering Education
Grade 6
Science Domain: Physical Sciences: Chemistry and Physics
Topic: Physics
Standard: Explain how changes in motion require a force.
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PA.SCI.3.2.8.B1
Pennsylvania Standards for Science and Technology and Engineering Education
Grade 8
Science Domain: Physical Sciences: Chemistry and Physics
Topic: Physics
Standard: Explain how inertia is a measure of an object's mass. Explain how momentum is related to the forces acting on an object.
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