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Physics 1: free practice, theory and problems

The equations of motion describe motion with constant acceleration, for example free fall and a car braking.

5 parts74 problemsPractice examFree
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Contents

  1. Motion
  2. Forces and Newton's laws
  3. Energy and work
  4. Electricity
  5. Atoms, radiation and the universe

1. Motion

What is it about?

The equations of motion describe motion with constant acceleration, for example free fall and a car braking.

Concepts and formulas

Write down what you know (v0v_0, vv, aa, ss, tt) and pick the equation that lacks what you do not know.

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2. Forces and Newton's laws

What is it about?

Newton's laws explain how forces change motion.

Concepts and formulas

Draw all the forces, find the sum, use ∑F=ma\sum F = ma.

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3. Energy and work

What is it about?

Energy can neither be created nor destroyed, only converted from one form to another. Work is energy transferred by a force.

Concepts and formulas

Energy conservation: 12mv2=mgh\tfrac12 mv^2 = mgh gives v=2ghv = \sqrt{2gh}.

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4. Electricity

What is it about?

Electric current is charge in motion. The voltage drives the current, and the resistance opposes it.

Concepts and formulas

U=RIU = RI. Series: add. Parallel: add the reciprocals.

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5. Atoms, radiation and the universe

What is it about?

Atomic nuclei can be unstable and emit radiation. Light from stars and galaxies tells us what they are made of and how the universe evolves.

Concepts and formulas

Half-life: divide by 2 for each half-life that has passed.

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Example problems with solutions

Here are some of the problems in physics 1. In the app, calculation problems get new numbers every time, so you can practise until it sticks – and take a graded practice exam before the real one.

Motion: A car drives at 90 km/h. How many m/s is that?

Answer: 25 m/s

Divide by 3.6: 90/3.6=2590/3.6 = 25 m/s.

Forces and Newton's laws: A lift moves upwards at constant speed. What is the sum of the forces on it?

Answer: Zero

Constant velocity means zero acceleration, so ∑F=0\sum F = 0 (Newton's 1st law).

Energy and work: The speed is doubled. What happens to the kinetic energy?

Answer: It is quadrupled

Ek=12mv2E_k = \tfrac12 mv^2: double the speed gives four times the energy.

Electricity: What is the total resistance of 10 Ω and 10 Ω in parallel?

Answer: 5 Ω

1/R=1/10+1/10=2/101/R = 1/10 + 1/10 = 2/10, so R=5R = 5 Ω.

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