A motorist used 10% of his fuel to cover 20% of his total journey.He covered another 40% of his total journey under similar conditions. For the rest of the journey the conditions were different. Find the maximum % by which his fuel efficiency ( distance covered per quantity of fuel ) can drop , so that he can still cover the remaining journey without a refill .
Six toys and six chocolates are to be distributed among ten girls so that each receives at least one piece of either toy or chocolate. Find the number of ways in which toys and chocolates can be distributed?
Q45
I bought different number of 1 rupee, 2 rupee, 5 rupee stamps for rupees 20. As the shopkeeper didn't have change, he gave me 3 one rupee stamps. What is the number of stamps I have?
If 8 distinct things are arranged in a circle, find the number of ways of selecting 3 of these things so that no two of them are next to each other.?
Can someone help me with this one?
A very simple but confusing puzzle. A lady buys goods worth rs.200 from a shop. (shopkeeper selling the goods with zero profit). The lady gives him 1000 rs note. The shopkeeper gets the change from the next shop and keeps 200 for himself and returns rs.800 to d lady. Later the shopkeeper of the next shop comes with the 1000rs note saying "duplicate" and takes his money back. "How much LOSS did the shopkeeper face ?" A. 200 B. 800 C. 1200 D. 1800 E. 2000 F. 1600 G. 1000
Question 21st.
7 pink, 5 Black, 11 Yellow balls are there. Minimum no. of balls to be taken to get at least one black and yellow ball?
In an examination the maximum marks for each of the three papers is 50 each. The maximum marks for the fourth paper us 100. Find the number of ways with which a student can score 60% marks in aggregate.
330850
233551
110551
None of these.
Two congruent 90°-60°-30° triangles are placed, as shown, so that they overlap partly and their hypotenuses coincide. If the hypotenuse is 12 cm , find the area common to both triangles.
ABC is an equilateral triangle of side 1 cm. Three circles, each of radius 1 cm, are drawn tangential to each of the sides AB, BC, AC at their midpoints, outside the triangle. Find the ratio of the area of the triangle formed by joining the centres of these circles to the area of the equilateral triangle.
please explain procedure!
http://i.imgur.com/JNmwsAQ.png This has been my performance in the 5 mocks that I have taken this season so far. QA is stuck on that 89 - 92 range whereas LRDI is all over the place. VA is the only relief till now, but pata nai kab dhoka de de... Can someone please suggest how do I improve from here? Any strategies to follow? Any kind of suggestion will be helpful.
How to solve this question? Any insights? Source : BYJUs question, TSD part 1, question 8
Though the question seems pretty easy, I am unable to solve it. Please help.
Please help
Kindly solve
Which Mock series in this season till now has been the closest to Cat '15 in terms of overall difficulty level?
- TIME
- Any Other
- Bull’s Eye
- Career Launcher
- IMS
0 voters
Q16
35