Question
Two numbers are respectively 50% and 30% more than a
third number. Find the ratio of two numbers.Solution
Let the third number be x. According to the question, First number = (150/100) × x Second number = (130/100) × x Required ratio = [(150/100) × x] : [(130/100) × x] = 15:13
Two partners A and B invested Rs 70,000 and Rs 50,000 respectively in a business. Both the partners distribute 75% of the profit equally and distribute ...
A started a business with an investment of Rs.40000. After few months B joined him with an investment of Rs.45000. If at the end of the year, they share...
- Aman began a business with a certain capital. After 3 months, Rohan joined him with Rs. 900 more than Aman had invested. If the profit at the end of the ye...
A invested Rs. X in a business. After four months B Joined him with Rs. 2X and A double his investment. If at the end of the years total profit i...
A and B started a retail store with initial investments in the ratio 5:6 and their annual profits were in the ratio 3:4. If A invested the money for 9 m...
Nina, Omar, and Paula invest in the business in the ratios of 9:5:p, respectively, and their time periods are 2 months, 3 months, and 4 months, respecti...
P and Q started a business by investing Rs.9000 and Rs.7500 respectively. After 7 months, Q increased his investment by a certain percentage such that a...
'A' and 'B' started a business with an investment of Rs. 5,600 and Rs. 7,000, respectively. After 6 months, 'C' joined them with an investment of Rs. 8,...
‘R’ invested Rs. 1,800 in a business. After 5 months, ‘S’ joined with an amount equal to 75% of R’s investment. If the total profit at year-en...
A launched a business by investing Rs. 1920. Later, B joined the venture, contributing Rs. 2280. At the year's end, the total profit was Rs. 8600, with ...
Relevant for Exams:
