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A cubical shape wooden box has a side length of 15 inches. this box is filled...

A cubical shape wooden box has a side length of 15 inches. this box is filled with small balls, 1 inch in diameter. What a maximum number of balls that can fit in this box? determine the ratio of the total volume of balls in the box?

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Answer #1

I ig aiven that, Lengh af the cubica! box (a)s inches Sol the volume al cube (km) a3 (1s inche) 3 Is inches lube чье -3315 (inch -. 33 5 ( ches) 3 i n

Now, we have Radiug af 8m all ball (n)ニ 1:05 İnch grm 5, volume af tha 3mall b ball ig given by Sa volume 3 Vpall 3 3 on Voat

Sarthe num ben af balls =-kube pall Volume cube 3375 one boall2149.6g numb er af ballg = 2150 balls So ,the statio af the total volume af baols in the. box uǐ.0l be 2150 : /

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