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What is the sum of the ages of Lucky and Shanti? Statement I. The age of Lucky is 6 years more than the age of Shanti. Statement II. 40% of the age of Shanti is equal to 30% of the age of Lucky. Statement III. The ratio between half of the age of Lucky and one-third of the age of Shanti is 2 : 1.

What is the sum of the ages of Lucky and Shanti? Statement I. The age of Lucky is 6 years more than the age of Shanti. Statement II. 40% of the age of Shanti is equal to 30% of the age of Lucky. Statement III. The ratio between half of the age of Lucky and one-third of the age of Shanti is 2 : 1. Correct Answer Either statement I and II together or Statements I and III together is sufficient to answer the question.

Calculation:

By combining statements, I and II:

We conclude the age of Lucky and the age of Shanti. So, we can find the sum as well.

Statement II and III indirectly means the same.

So, by combining I and III we can get our answer.

Statement I and II together or Statement I and III together are sufficient.

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