A loading tempo can carry $482$ boxes of biscuits weighing $15 k g$ each, whereas a van can carry $518$ boxes each of the same weight. Find the total weight that can be carried by both the vehicles.

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Solution

Total weight carried by tempo $= (482 \times 15) k g = 7230 k g$
Total weight carried by van $= (518 \times 15) k g = 7770 k g$
Total weight carried by both vehicles $= (7230 + 7770) k g = 15000 k g$

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A loading tempo can carry 482 boxes of biscuits weighing 15 kg each, whereas a van can carry 518 boxes each of the same weight. Find the total weight that can be carried by both the vehicles.

Total weight carried by tempo =(482×15)kg=7230 kgTotal weight carried by van =(518×15)kg=7770 kgTotal weight carried by both vehicles =(7230+7770)kg=15000 kg

A loading tempo can carry $482$ boxes of biscuits weighing $15 k g$ each, whereas a van can carry $518$ boxes each of the same weight. Find the total weight that can be carried by both the vehicles.

Total weight carried by tempo $= (482 \times 15) k g = 7230 k g$
Total weight carried by van $= (518 \times 15) k g = 7770 k g$
Total weight carried by both vehicles $= (7230 + 7770) k g = 15000 k g$