A man is running around a circular track with uniform
speed and a source of light is placed on the ground at
the centre of the circular
track. The shadow of man
appears on a wall
tangential to the circular
track at the point of start. If the
height of shadow becomes
twice the height of the man
for the first time after 30
minutes of starting, then the man will complete 10
rounds after
(1) 15 hours
(2) 20 hours
(3) 30 hours
(4) None of these
First 100 positive even nos are written and multiples of 10 are removed.
what is the unit digit of the product of the remaining nos
1)2
2)4
3)6
4)8
approach pls
C and D joined a company on 1 Jan 1991.
C was offered a starting salary of 3000₹ p.m. With an annual increment of 500₹ p.m.
D was put on a starting salary of 2000₹ pm with a six monthly increment of 350₹ p.m.
If they continued working till 31 December 2000, how much more or less did D receive compared to C?
Approach to this please, and how do you find C and Ds last monthly salary.
Ans: 9000 more than C
ABCDEF is a regular hexagon with AB = 5 cm. Nine line segments are drawn in the hexagon in
such a way that AB, DE and these line segments form eleven equidistant parallel lines. If the ends
of each of the line segments lie on the perimeter of the hexagon, then what is the sum of the
lengths of the nine line segments?
A is 80% more efficient than B who is 60 % more efficient than C. A takes 40 days less than B to complete a work. A starts the work and works for 25 days and then B takes over. B then works for next 30 days and then stops.In how much more time can C complete the remaining work?