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2
Find the ratio between the toal number of large size wox boxes sold on day 3 and day 5 together and the number of medium size wox boxes sold on day 1 and day 2 together.
3
Total number of wox boxes of given two sizes, sold on day 1 is approximately what percent of the total number of wox boxes given two sizes sold on day 4?
4
The following line graph shows the sales of wox boxes of two sizes medium and large on 5 different days by a company ABC.Study the line graph carefully and answer the questions given below:
How many large size wox boxes were sold together in all the given days?
5
In 2014, all shirts which passed the quality test were sold at an average price of Rs. 500 per shirt. What was the revenue (in Rs. crore) of that year?
6
In 2015, 10% of the total number of shirts, which passed the quality test was not sold. How many shirts in the year 2015 did not sell despite being passed the quality test?
7
The given table shows the number of shirts produced and percentage of shirts failed the quality test in 4 years by a company. Study the table carefully and answer the given questions.
Note: Shirts which failed the quality test were not sold. Out of total shirts produced in 2015, the number of white shirts produced is onethird less than the number of coloured shirts produced, then how many coloured shirts were produced in the year 2015?
8
The given table shows the number of shirts produced and percentage of shirts failed the quality test in 4 years by a company. Study the table carefully and answer the given questions.
Note: Shirts which failed the quality test were not sold. The number of shirts that failed quality test reduced by what percent in the year 2017 as compared to the year 2014?
9
What is the difference between the number of males and females having the pedicure vouchers ?
10
Study the information carefully and answer the following questions: A salon distributed 450 vouchers of free haircut and pedicure. The number of haircut vouchers were 130 more than the number of pedicure vouchers. The ratio between the number of male and female redeeming the pedicure vouchers is 13 : 7. The number of vouchers redeemed by male for haircut were 15 more than that of vouchers redeemed by male for pedicure. All the vouchers were redeemed. How many males redeemed the haircut vouchers?
11
How many males redeemed the pedicure voucher?
12
Study the information carefully and answer the following questions: A salon distributed 450 vouchers of free haircut and pedicure. The number of haircut vouchers were 130 more than the number of pedicure vouchers. The ratio between the number of male and female redeeming the pedicure vouchers is 13 : 7. The number of vouchers redeemed by male for haircut were 15 more than that of vouchers redeemed by male for pedicure. All the vouchers were redeemed. If 30 people with pedicure vouchers took a manicure service and 50% of those, who had haircut vouchers took a manicure service, then total how many people took manicure service?
13
Study the information carefully and answer the following questions: A salon distributed 450 vouchers of free haircut and pedicure. The number of haircut vouchers were 130 more than the number of pedicure vouchers. The ratio between the number of male and female redeeming the pedicure vouchers is 13 : 7. The number of vouchers redeemed by male for haircut were 15 more than that of vouchers redeemed by male for pedicure. All the vouchers were redeemed.
Number of females redeeming pedicure vouchers are approximately what percent of the number of people redeeming haircut vouchers?
14
A alone can do a work in 20 days. B is 25% more efficient than A. A and B started working and worked for 4 days, then C alone completed the remaining job in 22 days. In how many days C alone can complete the entire job?
15
A bag contains X red balls and 5 green balls. 2 balls are picked up randomly one after the other without replacement from the bag, then the probability of both balls being red is 3/7. What will be the value of X?
16
Rs. 7000 is divided unequally in two parts and invested in scheme A, which offer 10% p.a. compound interest which compounded annually and in scheme B, which offer 15% p.a. simple interest for 2 years and 3 years respectively. If the interest earned from scheme A is 84% of that earned from scheme B. Find the sum invested in scheme A.