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Another relationship in physics is that describing the energy obtainable if we convert mass to energy, Einstein's famous E=mc2 where the constant c is the speed of light in vacuum. Which of the following correctly expresses this as a proportionality and identifies the constant of proportionality? Question 2Select one: a. E ∝ m , with constant of proportionality c . b. m ∝ c , with constant of proportionality E . c. E ∝ m , with constant of proportionality c2 . d. E ∝ c , with constant of proportionality m . e. m ∝ c2 , with constant of proportionality E .

Question

Another relationship in physics is that describing the energy obtainable if we convert mass to energy, Einstein's famous E=mc2 where the constant c is the speed of light in vacuum. Which of the following correctly expresses this as a proportionality and identifies the constant of proportionality?

Question 2Select one:

a. E ∝ m , with constant of proportionality c .

b. m ∝ c , with constant of proportionality E .

c. E ∝ m , with constant of proportionality c2 .

d. E ∝ c , with constant of proportionality m .

e. m ∝ c2 , with constant of proportionality E .

...expand
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Solution

The correct answer is:

c. E ∝ m, with constant of proportionality c².

This is because in the equation E=mc², E (energy) is directly proportional to m (mass), and the constant of proportionality is c² (the speed of light squared).

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