Let initially 'X' ticket has been sold.
So now in 2nd week 20% increases, so
=> X x 120/100
In 3rd week 16% increases, so
=> X x (120/100) x (116/100)
In 4th week 20% decrease, so
=> X x (120/100) x (116/100) x (80/100) = 1392
X = 1250.
Literally any percentage means divide by 100.
So
. That can be reduced to 5/4.
To convert to a decimal, you can do long division, dividing 5 into 4.
Let p% of a day is 3 hrs.
We know that a day has 24 hrs.
=> p x 24/100 = 3
=> p = 300/24
=> p = 12.5%
Hence, 3 hrs is 12.5% of a day.
Let the Original capital amount be Rs. P
Given after 2 years the amount is Rs. 10000
Rate of interest = 30%
According to the question,
Therefore, the capital amount P = Rs. 5917
Ramesh : Rajesh =(50,000*36) : (75,000*30) =4 : 5.
Therefore, Rajesh's share=Rs.(27,000*5/9)= Rs.15,000.
Let the number of students = 100
Number of students who failed in one or more subjects = 14 + 22 + 18 = 54%
The percentage of students who passed in both the subjects = 100 - 54 = 46%.
There are 600 Kabaddi players
4% wear knee band on one leg
Remaining players = 600 x 0.96 = 576
Of the remaining, 25% wear knee bands on both leg
and Of the remaining, 75% do not wear knee bands .
So players not wearing knee bands = 0.75 x 576 = 576 x 3/4 = 144 x 3 = 432.
Let Price be Rs.100
1st CASE:
Then 100 x 70/100 = 70
=> price after discount = 100-70 = Rs.30
2nd CASE:
Then 100 x 40/100 = 40
=> price after discount = 100-40 = Rs.60
then
60 x 30/100 = 18
=> price after 2 consequent discount = 60-18 = Rs.42
=>from 1 and 2 cases, 70% discount is better.
K x 3/8 = 141 => K = 376
376 x 32.08/100 = 120
Let the price of 1 litre of diesel be Rs.x and let Karthik initially buy 'y' litres of diesel.
Therefore, he would have spent Rs. xy on diesel.
When the price of diesel increases by 25%, the new price per litre of diesel is 1.25x.
Karthik intends to increase the amount he spends on diesel by 15%.
i.e., he is willing to spend xy + 15% of xy = 1.15xy
Let the new quantity of diesel that he can get be 'q'.
Then, 1.25x x q = 1.15xy
Or q = (1.15/1.25)y = 0.92y.
As the new quantity that he can buy is 0.92y, he gets 0.08y lesser than what he used to get earlier.
Or a reduction of 8%.
Let total amount = Rs. P
Total expenditure = (23 + 33 + 19 + 16)% of P = 91%ofP
Remaining money = (100 - 91)% of P = 9% of P
But given in the question that,
9% of P = 504
9p/100 = 504
=> P = 50400/9
=> P = Rs. 5600
Required money spent on Food & Insurance = 23 + 33 %
= 56% of 5600
= 56 x 5600/100 = 56 x 56 = Rs. 3136
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