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Alan has two more than twice as many chocolates as does Alice, and half as many chocolates as does Nadia. If Alice has ‘a’ number of chocolates, then in terms of ‘a’, how many chocolates do Alan, Alice and Nadia have?
  • a)
    2a+ 4
  • b)
    5a+5
  • c)
    6a+7
  • d)
    7a+6
  • e)
    9a+4
Correct answer is option 'D'. Can you explain this answer?
Most Upvoted Answer
Alan has two more than twice as many chocolates as does Alice, and hal...
We know that Alice has 'a' chocolates. Alan has 2a+2 chocolates from the given statement in the question. Nadia has double the chocolates as Alan has, so she has 4a+4 chocolates.
Adding these, we get 4a+4+2a+2+a = 7a +6 . So ,Option (d) is correct.
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Community Answer
Alan has two more than twice as many chocolates as does Alice, and hal...
Analysis:
Alan has two more than twice as many chocolates as Alice, and half as many chocolates as Nadia. Let's represent the number of chocolates Alice has as 'a'.

Calculations:
- Alan has 2 + 2a chocolates
- Nadia has 2 * (2 + 2a) = 4 + 4a chocolates
Now, to find the total number of chocolates that Alan, Alice, and Nadia have:
- Alan: 2 + 2a chocolates
- Alice: a chocolates
- Nadia: 4 + 4a chocolates
Adding all the chocolates together:
Total = 2 + 2a + a + 4 + 4a
Total = 7a + 6
Therefore, in terms of 'a', Alan, Alice, and Nadia have 7a + 6 chocolates, which corresponds to option D.
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Alan has two more than twice as many chocolates as does Alice, and half as many chocolates as does Nadia. If Alice has ‘a’ number of chocolates, then in terms of ‘a’, how many chocolates do Alan, Alice and Nadia have?a)2a+ 4b)5a+5c)6a+7d)7a+6e)9a+4Correct answer is option 'D'. Can you explain this answer?
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