Divide Rs. 16653 into 3 parts so that their amount after 2,3 and 4 years respectively may be equal, the rate of interest being 5% per annum at simple interest. The second part is
Let the parts be x, y and z
x + (x * 2 * 5/100) = y + (y * 3 * 5/100) = z + (z * 4 * 5/100)
11x/10 = 23y/20 = 6z/5 = k
x = 10k/11, y = 20k/23, z = 5k/6
But x + y + z = 16653
10k/11 + 20k/23 + 5k/6 = 16653
k = 6375.6
y = (20/23)*6375.6 = 5544
Hence, the second part is Rs. 5544
In a certain corporation, there are 12500 male employees and 750 female employees. It is known that 15% of the male employees have advanced degrees and 50% of the females have advanced degrees. If one of the employees is chosen at random, what is the probability this employee doesn't has an advanced degree?
Number of male employees without Adv. degree = 12500*85/100 = 10625
Number of female employess without Adv. degree = 750*50/100 = 375
Total number of employees without adv. degree = 11000
Find the product of one fifth of mean, two third of median and two times of mode (i.e. you need to find (1/5*mean* 2/3*median * 2*mode) for the following list of values?
Mean = Sum of nos. / Count of numbers = 1265/11 = 115
Median = Middle term when number are arranged in ascending order = 117
Mode = Number which is present maximum number of times = 91
Product = (1/5*115) * (2/3*117)* (2*91) = 326508
Shaktiman saw a criminal at a distance of 35m. When Shaktiman started chasing him the criminal also started running. If the ratio of Speeds of Shaktiman to Criminal is 12:11. Then how much distance did Shaktiman run to catch the Criminal?