A SPHERICAL CANNON BALL WITH A VOLUME OF 17 DECILITERS IS DROPPED INTO CUBIC BOX FILLED COMPLETELY WITH WATER. iF THE SPHERE TOUCHES ALL SIDES OF THE BOX, HOW MUCH WATER IS LEFT IN THE BOX WHEN THE CANNON BALL IS REMOVED?
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Answer:
12,90 cm
Step-by-step explanation:
The density of liquid water is 1 g/cc, which means that each gram of water occupies 1 cc of space. So 2179 grams will occupy 2179 cc. We also know that the volume of a cube is calculated by multiplying the length of one side three times, so to solve the problem we must determine the cube root of 2179 cc, which is 12,96 cm.
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