Three friends Aman, Ishan and Aneesh have 12, 16 and 3 apples respectively. If Aman gives Ishan twice as many apples as Aneesh has and Aneesh 4 apples, how many apples are left with Aman?
Three friends Aman, Ishan and Aneesh have 12, 16 and 3 apples respectively. If Aman gives Ishan twice as many apples as Aneesh has and Aneesh 4 apples, how many apples are left with Aman?
तीन मित्रों अमन, ईशान और अनीश के पास क्रमश: 12, 16 और 3 सेब हैं। यदि अमन, ईशान को अनीश के पास मौजूद सेबों के दोगुने सेब देता है और अनीश को 4 सेब देता है, तो अमन के पास कितने सेब बचते हैं?
Detailed Solution & Logic
Correct Answer:
2
Initial apples:
Aman = 12, Ishan = 16, Aneesh = 3
Aman gives:
To Ishan: twice of Aneesh’s apples = $2 \times 3 = 6$
To Aneesh: 4 apples
Total given by Aman = $6 + 4 = 10$
Apples left with Aman = $12 - 10 = 2$
Final Answer: 2 apples
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