The pie chart given below shows the distribution of number of literate persons in six villages in terms of absolute value or degree measures.
The table shows the value of percentage by which illiterate persons are more or less than literate persons.
Note: Difference between degree measure of village B and D is 28°.

Find the total number of illiterate persons in village B and E together?

The pie chart given below shows the distribution of number of literate persons in six villages in terms of absolute value or degree measures.
The table shows the value of percentage by which illiterate persons are more or less than literate persons.
Note: Difference between degree measure of village B and D is 28°.

Illiterate persons of village A are what percent (approximate) of total literate persons of all villages together?

The pie chart given below shows the distribution of number of literate persons in six villages in terms of absolute value or degree measures.
The table shows the value of percentage by which illiterate persons are more or less than literate persons.
Note: Difference between degree measure of village B and D is 28°.

Find the ratio of total literate persons of villages A and D together and these of villages F and B together?

The pie chart given below shows the distribution of number of literate persons in six villages in terms of absolute value or degree measures.
The table shows the value of percentage by which illiterate persons are more or less than literate persons.
Note: Difference between degree measure of village B and D is 28°.

If 15/26 th of total illiterate persons in village F are males while 13/22 th of total literate persons in same village are males, then find the total number of males in village F.

The pie chart given below shows the distribution of number of literate persons in six villages in terms of absolute value or degree measures.
The table shows the value of percentage by which illiterate persons are more or less than literate persons.
Note: Difference between degree measure of village B and D is 28°.

What is the average (in terms of degree measures) of the contribution of literate persons of villages B, C, D and E together?

A, B and C enter into a partnership and invested some amount. After one year A double its investment, B increase its investment by and C increase its investment by 20%. In the third year A and B withdraw their investments and D joins the partnership with C. After three year they got profit in the ratio of 12 : 14 : 17 : 8 (A : B : C : D). If difference between initial investment of B and C is 1150. Then Find out the total initial investment made by A and D together?

A shopkeeper sold an article at a 10% discount at mark price. He found that he earns a profit of but instead of calculating profit on cost price he calculates it on the sum of cost price and selling price. If cost price of article is 1350 then find out the mark price.

Three container (A, B and C) have capacity in the ratio of 6 : 8 : 7 respectively. These three container are pour with three type of liquid X, Y and Z in the ratio 2 : 3 : 1 (in A), 1 : 2 : 5 (in B) and 3 : 1 : 3 (in C) respectively. Equal quantity of mixture is taken out from these containers and poured in container D. Quantity of liquid Y is 1/8 liter more than quantity of liquid X in container D. Find out the quantity taken out from each container.

Dinesh and Pankaj gives two type of exam (NET & GATE). Average marks obtained by Dinesh and Pankaj in Net exam is 60 and average marks got by them in GATE is If Pankaj score the double marks in NET exam as compare to GATE exam and Dinesh scored marks more in NET as compare to his GATE marks then find out the difference between the marks obtained by Dinesh in both exam to marks obtained by Pankaj in both exam.

Two inlet pipes can fill a tank in 10 hours and 3 outlet pipes of same capacity can empty the same tank in 40 hours. Find out the outlet pipes require to maintain the constant level of water if only two inlet pipes are used?

A shopkeeper has 2 types of Rice. Type 1 of Rice is 20% costlier than type 2. He mixed these two types of Rice in some ratio and mark the price of mixture 10% above the cost price of type 2. On selling the whole mixture he earns a profit of 100/43% .Find out the ratio in which type 1 and type 2 Rice are mixed?

B is thrice as efficient as C. B and C can compete a work together in 45/2 days. A takes 50% more days than the days taken by A and B to complete the same work together.
Quantity 1: No. of days taken by fastest among them to complete the work alone.
Quantity 2: Time taken by A and C to complete the work together.

Quantity I→ The profit earned by selling an item(in Rs) if the difference b/w the SP and the CP is of 600.
Quantity II→ The cost price of an article (in Rs) if the selling price of the article is 1000 Rs and he got 25% profit after selling the item.

The largest possible right circular cylinder is cut out from a wooden cube of edge 7 cm.
Quantity I : volume of the cube left over after cutting out the cylinder
Quantity II : Surface area of cube remained after cutting out the cylinder.
Note: compare the magnitudes of both quantities.

Quantity 1: difference between the largest and the smallest sum. A sum of Rs. 1440 is lent out in three parts in such a way that the interests on first part at 2% for 3 years, second part at 3% for 4 years and third part at 4% for 5 years are equal.
Quantity 2: 460

The table given below shows the percentage distribution of number of students from 5 different classes of a school who failed in various subjects in yearly examination held in December of 2016.

NOTE: The examination constituted of 6 subjects only.

If the number of students who failed in atleast 3 subject in class VII and VIII are 36 and 72 respectively, then find the average number of students who failed in atmost 2 subject from both classes together?

The table given below shows the percentage distribution of number of students from 5 different classes of a school who failed in various subjects in yearly examination held in December of 2016.

NOTE: The examination constituted of 6 subjects only.

If in class IX, 94 students were failed in atmost 3 subjects and were 14 less than the number of students in class VII who were failed in atleast 3 subject, then find the ratio of total failed students in class VII to those in class IX.

The table given below shows the percentage distribution of number of students from 5 different classes of a school who failed in various subjects in yearly examination held in December of 2016.

NOTE: The examination constituted of 6 subjects only.

Find the difference in the number of students of class V who were failed in atmost 5 subject and those in atleast 3 subjects if the difference in the number of students who failed in 1 subject and 6 subjects is 21.

The table given below shows the percentage distribution of number of students from 5 different classes of a school who failed in various subjects in yearly examination held in December of 2016.

NOTE: The examination constituted of 6 subjects only.

In which class is the number of students who failed in atmost 3 subjects 2nd minimum if 200 students failed in each class.

The table given below shows the percentage distribution of number of students from 5 different classes of a school who failed in various subjects in yearly examination held in December of 2016.

NOTE: The examination constituted of 6 subjects only.

If it was found that number of students failed in atmost 2 subjects in class V is same as these who failed in atmost 2 subjects in class VIII and also, 50 students failed in 5 subjects in class VIII, then find total number of students failed in class V.

A train which have 6 coaches and one engine is formed from 15 coaches and 2 engines. The train should have 4 AC coaches out 6 AC coaches. Find out the number of way to form the train.

Sadab have 3 boxes and 3 types of balls (Green, Red and blue). Total number of Green balls are 24 and total number of Red balls are double the total number of blue balls, then put Green balls in box 1, box 2 and box 3 in ratio of 1 : 2 : 5, and Red and Blue balls both in 2 : 4 : 3 respectively. He has to choose one Green ball from either of the box. Find out its probability if red balls are 600/17% of the total number of balls.

A train crosses a pole in 24 sec. A second train of same length crosses a platform in 30 s with a speed 20% more than the first train. Find out the ratio of length of train and length of platform.

In a company votes are polled for the post of manager. Two candidates participated in the election and Other than these two candidates vote of every employee of the office is count. 10% of employees are absent due to which they could not cast their vote. 10% of the polled votes are invalid. The winner candidates win by a single vote. What could be the minimum value of the total number of employee in the company.

Average age of a couple at the time of their marriage is 26. After 4 year the average age of couple and their 2 children is 16 years. Find out the age of their children given take their children are not twins.

Study the following graph and table carefully to answer the questions given below.
The annual income of Arunoday and Annual expenditure of Veer in tonnes from 2012-2016

The table given below represents the respective ratio of the annual income of Veer and (Arunoday+Veer) and the respective ratio of the annual expenditure of Arunoday and (Arunoday+Veer)

Note: Annual income = Annual expenditure + Annual saving

Find the difference (in thousands) in the average of annual savings of Arunoday in years 2012 and 2016 together and that of Veer in same two years together?

Study the following graph and table carefully to answer the questions given below.
The annual income of Arunoday and Annual expenditure of Veer in tonnes from 2012-2016

The table given below represents the respective ratio of the annual income of Veer and (Arunoday+Veer) and the respective ratio of the annual expenditure of Arunoday and (Arunoday+Veer)

Note: Annual income = Annual expenditure + Annual saving

Find the ratio of annual income of Veer in 2013 and 2015 together and annual expenditure of Arunoday in 2014 and 2016 together.

Study the following graph and table carefully to answer the questions given below.
The annual income of Arunoday and Annual expenditure of Veer in tonnes from 2012-2016

The table given below represents the respective ratio of the annual income of Veer and (Arunoday+Veer) and the respective ratio of the annual expenditure of Arunoday and (Arunoday+Veer)

Note: Annual income = Annual expenditure + Annual saving

Annual saving of Veer in 2015 and 2016 together is approximately what percent more or less than that of Arunoday in 2013 and 2016 together ?

Study the following graph and table carefully to answer the questions given below.
The annual income of Arunoday and Annual expenditure of Veer in tonnes from 2012-2016

The table given below represents the respective ratio of the annual income of Veer and (Arunoday+Veer) and the respective ratio of the annual expenditure of Arunoday and (Arunoday+Veer)

Note: Annual income = Annual expenditure + Annual saving

In 2017, Annual saving of Arunoday decreased by 12% while that of Veer increased by 15% as compared to that in 2016. Find their total expenditure in 2017 if their annual income in 2017 was same as in 2014 ?

Study the following graph and table carefully to answer the questions given below.
The annual income of Arunoday and Annual expenditure of Veer in tonnes from 2012-2016

The table given below represents the respective ratio of the annual income of Veer and (Arunoday+Veer) and the respective ratio of the annual expenditure of Arunoday and (Arunoday+Veer)

Note: Annual income = Annual expenditure + Annual saving

Find the average value (in thousand) of expenditure of Arunoday in 2015, saving of Veer in 2016 and income of Veer in 2013.

Satish’s age is 4 times the present age of his son’s age. After 4 year the age of satish become 3 time the age of his son’s age. If Satish’s wife age is 7/8 of his age then find out the average of present age of Satish’s wife and his son.

A tank can be filled with water by two pipes A and B together in 36 minutes. If the pipe B was closed after 30 minutes, the tank is filled in 40 minutes. The pipe B can alone fill the tank in?

In how much time a train can cover a distance of 600 km if speed of train is 25% more than the speed of car and speed of car is 20 % more than the speed of a truck which cover 640 km in 20 hours in which he takes 40 minute break after every 100 km.

A dishonest shopkeeper mark up the price by 25% and cheat in the measuring the weight 900 gm instead of 1 kg find out the profit% if he gave a discount of 10% per kg.