In a right angle triangle ABC, angle C = 90. AE and BD are 2 medians of the triangle ABC meeting at F. The ratio of the area of triangle ABF and the quadrilateral FDCE is:
Four identical cylinders, each of height 2a units, are cut out from a metallic cube of side 2a units.
What is the minimum volume of the metal that will be left out?
A big cube is cut into 64 identical and smaller cubes. If 6 litres of paint was used to paint the original
cube, how many more litres paint will be required to paint the smaller cubes on all faces?
Someone shared a question recently that no of ways sum of digits on 4 dices should be a constant. i am unable to find the post. anyone with link please help
The Marked Price of a painting, with a shopkeeper, is Rs. R1. He gives three successive discounts of x% each and thereby sells it at Rs. 3,362.80. Find the approximate value of R1, if the reduction in price due to the second discount is Rs. 415.
Five cops go to a cemetery. They leave their caps in a bag and pick them up after returning. In how many ways can they pick up the caps such that exactly one person picks up his own cap?
a person started his test between 4pm to 5pm and completed it between 5 pm to 6pm. during this period, he observed that hands of the clock interchange their position. find the duration of test?
If f(n) represents the sum of the digit(s) of n for n = 1, 2, 3, 4, ..., find the remainder when f(1) + f(2) + f(3) + f(4) + ... + f(100) is divided by 90.