Question
A can complete a work in 20 days and B can complete it
in 30 days. They work together for 6 days, then B leaves. In how many total days will the work be completed?Solution
ATQ, Aβs 1-day work = 1/20 Bβs 1-day work = 1/30 Together 1-day work = 1/20 + 1/30 = (3+2)/60 = 5/60 = 1/12 Work done in 6 days = 6 Γ (1/12) = 1/2 Remaining work = 1/2 A alone time for remaining = (1/2) Γ· (1/20) = (1/2)Γ20 = 10 days Total time = 6 + 10 = 16 days
- 'A' and 'B' entered into a partnership where 'A' invested Rs. 1,500 more than 'B'. 'A' stayed in the business for 8 months, while 'B' stayed for the entire...
Tarun and Varun work at a multinational corporation. Tarun's income is Rs. 6000 more than Varun's income. Given that their expenditures are Rs. 64000 an...
Pawan and Qureshi began a business with their investments in the ratio of 8:9. The time periods for their investments were in the...
A and B started a business by investing Rs.5000 and Rs.9000 respectively. After 6 months A withdrew 50% of his investment. If at the end of the year, pr...
A and B together start a business with investment of Rs. 2000 and Rs. (x + 600), respectively. If the profit earned after 5 years is Rs. 6000 and share ...
A and B invest in a business in the ratio of 2:3, B left the business after X months, C joins the business with twice investment as compared to that of ...
- A invested Rs. (P + 1000). After 6 months, B joined with Rs. 3P. If the ratio of Bβs profit share to Aβs is 9:10, then find (P β 400).
βAβ, βBβ and βCβ started a business by investing Rs. 2500, Rs. 4500 and Rs. 3500, respectively. After 4 months, βBβ left and βAβ and...
"M" initiated a business with an investment of Rs. 21,000. Subsequently, after a certain number of months, "N" entered the partnership by contributing R...
βAβ and βBβ started a business by investing Rs. (x + 200) and Rs. (x β 800) for 8 months and 7 months, respectively. If the profit share of οΏ½...