Let total population = p
number of females = 5p/9
number of males =(p-5p/9) = 4p/9
married females = 30% of 5p/9 = 30x5p/100x9 = p/6
married males = p/6
unmarried males =(4p/9-p/6) = 5p/18
Percentage of unmarried males in the total males = {(5p/18)/4p/9}x100 = (5p/18)x(9/4p) = 125/2 % = 62.5%
Passing marks are 0.6x
so 0.3x + 30 = 0.6x => x = 100
5% of 400000
= 5 x 400000/100
= 20,000
Hence, 5% of 4,00,000 = 20,000
15% of 32 is
15 x 32/100 = 4.8.
Let the salary of Karthik 2 years ago be Rs.100
So, Lucky's salary 2 years ago was Rs.50
Karthik's present salary has seen two 10 percent increases. So as Lucky's salary.
So, Karthik's salary 1 year ago = 100 + 10% of 100 = 100 + 10 = 110.
Karthik's present salary = 110 + 10% of 110 = 110 + 11 = 121.
Lucky's salary 1 year ago = 50 + 10% of 50 = 50 + 5 = 55
Lucky's present salary = 55 + 10% of 55 = 55 + 5.5 = 60.5
Lucky's present salary of 60.5 = 50% of Karthik's present salary of 121.
The fruit content in both the fresh fruit and dry fruit is the same.
Let 'p' kgs of dry grapes are obtained from the 60 kgs of fresh grapes
=>
Therefore, 40 kgs of Dry grapes are obtained from 60 kgs of Fresh grapes.
Net growth on 1000 = (32 - 11) = 21. Net growth on 100 =(21/1000 * 100) %= 2.1%.
Let the initial amount be x (with gambler), then
=> x = 700/3
Ratio of girls and boys = 100% : 75% = 4:3
Difference is 1 unit = 35
So, 3 units = 35 x 3 = 105
If 20% absent, that?s mean 80% present.
So, present boys = 80% of 105 =
Let the cost price of the article be 'P'
Then from given data,
Hence, the cost price of the article = P = Rs. 3550
Let the candidates be A & B
35%-----------A
65%-----------B
Difference of votes (65-35)% = 30%
=> 30% ------- 2250
Then for 100% -------- ? => 7500
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