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Kacita's attendance in her school for the academic session 2018-2019 was 216 days. On computing her attendance, it was observed that her attendance was 90%. The total working days of the school were:
If 17 % of P is same as 13 % of Q, then the ratio of Q : P is:
A batsman scored 150 runs in a one-day cricket match. He hit 20 fours and 5 sixes. Calculate the percentage of runs he scored by running between the wickets.
A student has to obtain 35% of the total marks to pass. He got 135 marks and failed by 40 marks. The maximum marks are _______.
60% of 40% of a number is equal to 96. What is the 48% of that number?

Direction: What will come in the place of the question mark ‘?’ in the following question?

25% of 400 + 20% of 325 – 50% of 130 = ?2?^2

What is the value of 5% of 120?
What is 15% of 82?

(0.01)2 can write in the percentage form

A. 0.01%

B. 1100\frac{1}{100}

C. 10%

D. 1100\frac{1}{100} %

What is the value of 16% of 25% of 400?
In an examination 15% of the students failed. If 1500 students appeared in the examination, how many passed?
20% of 60 is 25% of _______

In 2001, the production of sugar was 1584 million kgs which is 20% more than that in 1991. Find the production (in million kgs) of sugar in 1991.

A. 1980

B. 1280

C. 1300

D. 1320

15% of 60 is 45% of ______ .
58% of 350 is:

What will come in the place of the question mark ‘?’ in the following question?

56% of 700 – 60% of 280 + 25% of 400 = ?

-15 - (-18 - 35 ÷ 5) = ?
Find the x satisfying each of the following equation: |x | = | x + 5|
Find the x satisfying each of the following equation: |x + 1| = | x + 5|
Find the x satisfying each of the following equation: |x + 1| = | x - 5|
Find the x satisfying each of the following equation: |x - 2| = | x - 4|
Find the x satisfying each of the following equation: |x - 1| = | x - 3|
Find between which numbers x should lie to satisfy the equation given below: | x + 1| < 2
Find between which numbers x should lie to satisfy the equation given below: |x - 2|<1
Find between which numbers x should lie to satisfy the equation given below: |x|<3
Find the x satisfying the equation: |x - 7|= 4
Find the X satisfying the given equation: |x - 5| = 3
Find the X satisfying the given equation: |x - 3| = 2
The sum of the ages of a mother, daughter and son is 96 years. What will be the sum of their ages after 5 years?
There are 3 containers of equal capacity which are equally filled where 1/4 part of liquid from the first container was shifted into the second container and 1/2 part of initial quantity from the second container was shifted into the third container then what will be the ratio of final quantity of liquid in all the containers after the shifting has been stopped?

The ratio of the number of boys in schools A and of B is 5 ∶ 7 and the ratio of the total number of students in A and B is 3 ∶ 4. If the number of girls in B is equal to 6623\frac{2}{3} % of the total students in B, then what is the ratio of the number of girls in A and B?

A, B and C started a business. A and B invest in the ratio of 3 ∶ 7 and C invests Rs 8,000, which is the same amount as the difference between the investments of A and B. What is the amount invested by B?
The amount Neeta and Geeta together earn in a day equals what Sita alone earns in 5 days. The amount Sita and Neeta together earn in a day equals what Geeta alone earns in 4 days. The ratio of the daily earnings of the one who earns the most to that of the one who earns the least is
P and Q are two alloys of aluminum and copper. The ratios of aluminum and copper in P and Q are 5 ∶ 11 and 3 ∶ 5, respectively. If a third alloy is formed by mixing alloys P and Q in the ratio of 1 ∶ 3, then aluminum is what percentage (rounded off to the nearest integer) of the copper in the third alloy?
Investments made by A, B and C in a craft business is Rs.47,000. If A invest Rs.7,000 more than B and B invest Rs.5,000 more than C, then find the amount C gets out of the total profit Rs.4700.
In a school, 3/8 of the number of students are girls and the rest are boys. One-third of the number of boys are below 10 years and 2/3 of the number of girls are also below 10 years. If the number of students of age 10 or more years is 260, then the number of boys in the school is:
A and B possess books in the ratio of 3 : 4. B and C possess them in the ratio 2 : 3. If C gives 20 books to A, then A, B and C possess books in the ratio 4 : 4 : 5. Find how many books A, B and C originally had?
The weight of Ayush and Abhishek are in the ratio of 8 ∶ 5. Abhishek's weight increases by 40 percent and the total weight of Ayush and Abhishek both increase by 60 percent. If the total weight becomes 104 kg, then what is the weight of Ayush after the increment?

If the denominator of a fraction is multiplied by 2 and the numerator is increased by 2, the fraction becomes 12\frac{1}{2}. If instead, the numerator is multiplied by 2 and the denominator is increased by 2, it becomes 67\frac{6}{7} What is the sum of the numerator and the denominator of the original fraction (in the lowest form) ? 

In a school library, the ratio of Science to English books is 10 ∶ 13. If there are 400 Science books and due to increase in demand of Science books, few Science books are added by school authority and the ratio becomes 25 ∶ 26. What is the number of Science books added?
A and B have some toffees. If A gives one toffee to B, then they have equal number of toffees. If B gives one toffee to A, then the toffees with A are double with B. The total number of toffees with A and B are __________.
A 2-digit number is such that the sum of the number and the number obtained by reversing the order of the digits of the number is 55. Further, the difference of the given number and the number obtained by reversing the order of the digits of the number is 45. What is the product of the digits?
The ratio of two numbers is 5 ∶ 4. A number y is then subtracted from each of the two given numbers so that the ratio of the resultant numbers becomes 2 ∶ 1. What would be the ratio of the resultant numbers when the same number y is added to each of the two initial numbers?
A basket consists of Apples and oranges in the ratio of 6: 5. If x apples and (x + 2) oranges were rotten then the ratio of the fresh apples and oranges is 4: 3. Find the total number of rotten apples and oranges in the basket and difference between apples and oranges in the basket is 8 ?.
ഒരു ക്രിക്കറ്റ് കളിയിൽ ആത്യത്തെ 10 ഓവറിലെ റൺനിരക്ക് 3.2 ആണ്. ബാക്കി യുള്ള 40 ഓവറിൽ എത്ര റൺനിരക്കിൽ റൺ എടുത്താലാണ് എതിർ ടീമിനെതിരെ 282 റൺസ് നേടാൻ സാധിക്കുക ?
സമചതുരാകൃതിയായ ഒരു തുണിയുടെ നീളം 1 മീറ്റർ ആൺ. ആ തുണിക്ക് 100 രൂപ വിലയുണ്ട്. എങ്കിൽ ആ തുണിയുടെ പകുതി നീളവും വീതിയുമുള്ള സമചതുരാകൃതിയായ പുതിയ തുണിയുടെ വില എത്രയാകും ?
2,850 രൂപയ്‌ക്ക് ഒരു സൈക്കിൾ വിറ്റപ്പോൾ 14% ലാഭം കിട്ടി. ലാഭശതമാനം 8% മാത്രമേ വേണ്ടങ്കിൽ എത്ര രൂപക്ക് സൈക്കിൾ വിൽക്കണം ?
ജോസഫ് ഒരു സ്ഥലത്തു നിന്ന് വേറൊരു സ്ഥലത്തേക്ക് 30 കി .മീ ./മണിക്കൂർ വേഗതയിലും തിരിച് 120 കി . മീ / മണിക്കൂർ വേഗതയിലും സഞ്ചരിച്ചു. ഈ രണ്ടു ദുരങ്ങളും കൂടി സഞ്ചരിക്കാൻ 5 മണിക്കൂർ എടുത്തുവെങ്കിൽ ഒരു വശത്തേക്കു ജോസഫ് സഞ്ചരിച്ച ദൂരമെത്ര?
ഒരു മിശ്രിതത്തിൽ 4 ഭാഗം വെള്ളവും 5 ഭാഗം പാലുമാണ്. ഇതിൽ വെള്ളത്തിന്റെ അളവ് 80 മില്ലിലിറ്റർ ആയാൽ പാലിന്റെ അളവ് എത്ര?

152+1222×15×12\sqrt{{15}^2+{12}^2-2\times{15}\times{12}} എത്ര ?