In the following question, two statements Q: Is Vanita’s age 26 years?
In the following question, two statements are given. Decide whether the facts provided in the statements are sufficient to answer the question. Read both statements and give your answer.
Question: Is Vanita’s age 26 years?
Statements:
I) Five years ago, Vanita’s age was not a prime number.
II) Vanita’s age is twice the one-third of her brother’s age, whose age is 39 years.
प्रश्न: क्या वनिता की आयु 26 वर्ष है?
कथन:
I) पाँच वर्ष पहले, वनिता की आयु अभाज्य संख्या (Prime Number) नहीं थी।
II) वनिता की आयु उसके भाई की आयु के एक-तिहाई की दोगुनी है। उसके भाई की आयु 39 वर्ष है।
Detailed Solution & Logic
The facts given in statement II alone are sufficient to answer the question./ कथन II में उपलब्ध तथ्य अकेले ही सवाल का जबाब देने के लिए प्राप्त है |
Solution
Statement I:
Five years ago, Vanita's age was not a prime number.
This does not tell us her exact age.
Statement II:
Her brother's age = 39 years.
Vanita's age = $39 \times \frac{1}{3} \times 2 = 26$ years.
Therefore, Statement II alone is sufficient to answer the question.
Answer: The facts given in Statement II alone are sufficient to answer the question. / कथन II में उपलब्ध तथ्य अकेले ही सवाल का जवाब देने के लिए पर्याप्त है।
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