In a colony 100 persons speak Hindi, 90 speak English, 80 speak Urdu, 40 speak Hindi and Urdu, 30 speak Urdu and English, 25 speak Hindi and English. If 10 person speak all the 3 language, than total person in the colony, who speak only one language
Hindi speaking person 100
Hindi and Urdu speaking person 40
Hindi and English speaking person 25
3 language speaking person 10
So only Hindi and Urdu speaking person = 40-10 = 30
Only Hindi and English speaking person = 25-10 = 15
so only Hindi speaking person = 100-30-15-10 = 45
Similarly
English speaking person = 90
English and Urdu speaking person = 30
English and Hindi speaking person = 25
so only English and Urdu speaking person = 30-10 = 20
Only English and Hindi speaking person = 25-10 = 15
So only English speaking person = 90-20-15-10 = 45
Similarly
Urdu speaking person = 80
Urdu and Hindi speaking person = 40
Urdu and English speaking person = 30
so only Urdu and Hindi person = 40-10 = 30
Only Urdu and English speaking person = 30-10 = 20
so only Urdu speaking person = 80-30-20-10 = 20
3 red, 2 white and 3 green balls are available in a bag. 2 balls are drawn one by one from the bag. Probability of one ball having white & other green will be.
Probability of first ball having white colour = 3/8
and that of second ball having green colour = 3/7
so probability = 2/8 * 3/7 = 6/56
and no of methods to make arrangement = 2*1 = 2 (WG and GW)
so net probability = 5/56 * 2 = 12/56 = 3/14
The rates of simple interest in two banks A and B are in the ratio 5:4. A person wants to deposit his total savings in two banks in such a ways that he received equal half yearly interest from both. He should deposit the savings in banks A and B in the ratio.