IF THE VOLUME OF A SPHERE IS NUMERICALLY EQUAL TO ITS SURFACE AREA, THEN, THE RADIUS OF THE SPHERE IS

IF THE VOLUME OF A SPHERE IS NUMERICALLY EQUAL TO ITS SURFACE AREA, THEN, THE RADIUS OF THE SPHERE IS

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2 thoughts on “IF THE VOLUME OF A SPHERE IS NUMERICALLY EQUAL TO ITS SURFACE AREA, THEN, THE RADIUS OF THE SPHERE IS”

  1. Step-by-step explanation:

    4/3πr^3 = πr^2

    4/3r^3 = r^2

    4/3r^3-r^2 ≈ 0

    4/3r =0

    r=3/4

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