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A watermelon is 10 times as heavy as two apples of equal mass. If the mass of each apple is 214 g, find the mass of 3 such watermelons.
  • a)
    12840 g
  • b)
    6420 g
  • c)
    2140 g
  • d)
    4280 g
Correct answer is option 'A'. Can you explain this answer?
Most Upvoted Answer
A watermelon is 10 times as heavy as two apples of equal mass. If the ...
To find the mass of 3 watermelons, we first need to determine the mass of one watermelon.

Given that a watermelon is 10 times as heavy as two apples of equal mass, and the mass of each apple is 214 g, we can calculate the mass of the watermelon as follows:

Mass of two apples = 2 * 214 g = 428 g

Since the watermelon is 10 times as heavy as two apples, the mass of the watermelon is 10 * 428 g = 4280 g.

Now, to find the mass of 3 watermelons, we can multiply the mass of one watermelon by 3:

Mass of 3 watermelons = 3 * 4280 g = 12840 g

Therefore, the mass of 3 watermelons is 12840 g.

So, the correct answer is option A) 12840 g.
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A watermelon is 10 times as heavy as two apples of equal mass. If the mass of each apple is 214 g, find the mass of 3 such watermelons.a)12840 gb)6420 gc)2140 gd)4280 gCorrect answer is option 'A'. Can you explain this answer?
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