In Problem 90, you showed that the quantity x 2 + y 2 + z 2 -(ct)

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In Problem 90, you showed that the quantity x2 + y2 + z2 -(ct)2 has the same value (0) in both S and S’. Such a quantity is called an invariant. From the results of Problem 89, the quantity p2x + p2y + p2z – (E/c)2 must also be an invariant. Show that this quantity has the value -m0c2 in both the S and S’ reference frames.

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