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Anand, Babu, Charlie, Dhanush, and Eesha recently found out
that all of their birthdays were on the same day,
Though they were born in different years
On their birthday, they were chatting about their ages
- Dhanush said to Babu “I am nine years older than Eesha”
- Eesha said to Babu “I am seven years older than Anand”
- Babu said to Charlie “Eesha is younger than you”
- Anand Said to Babu “ Your age is exactly 70% greater than my
age”
- Charlie said to Dhanush “The difference between our ages is six
years”
- Charlie said to Anand “I am ten years older than you”
- Charlie said to Anand “Babu is younger than Dhanush”
- Babu said to Charlie “The difference between your age and
Dhanush’s is the same as the difference between Dhanush’s and
Eesha’s”
They were not telling the truth, When each one of them spoke to
someone older, everything they said was true,
But, when speaking to someone younger, everything they said
was false.
How old was Eesha?
Options
o 30
o 37
o 55
o 51

Read Solution (Total 7)

TCS Other Question

P(x)=(x^2012+x^2011+x^2010+……+x+1)^2-x^2012
Q(x)=x^2011+x^2010+…+x+1
The remainder when P(x) is divided by Q(x) is ?
Four friends - Arjan, Bhuvan, Guran and Lakha were comparing the number of sheep that they owned. It was found that Guran had ten more sheep than Lakha. If Arjan gave one-third to Bhuvan, and Bhuvan gave a quarter of what he then held to Guran, who then passed on a fifth of his holding to Lakha, they would all have an equal number of sheep. How many sheep did each of them possess? Give the minimal possible answer.
(A) 80,50,55,45 (B) 90,50,55,45 (C) 90,40,55,45(D) 90,50,50,45