Question
Train βDβ is travelling with a speed of 60 km/hr and
crosses a vertical pole in 6 seconds. Train βEβ is 36 metres longer than βDβ and travelling with a speed 1/5th less than that of train 'D'. In how much time train E can cross a 144 metres long platform?Solution
Speed of train βDβ = 60 Γ (5/18) = 50/3 m/sec Length of train βDβ = (50/3) Γ 6 = 100 metres Therefore, speed of train βEβ = (4/5) Γ (50/3) = 40/3 m/sec Length of train βEβ = 100 + 36 = 136 metres Required time taken = (136 + 144)/(40/3) = 280 Γ· (40/3) = (280 Γ 3)/40 = 21 seconds
P and Q invested Rs. 1500 and Rs. 2500 in a business. After 8 months, Q left and R joined with Rs. 2000. If Pβs share in the profit is Rs. 900, find t...
'Aman,' 'Bheema,' and 'Ritika' initiated a business by investing Rs. 400, Rs. 500, and Rs. 900, respectively. After __ months fro...
βAβ and βBβ invested Rs. 4800 and Rs. 3200, respectively in a business, together. After 6 months, βAβ withdrew 35% of his initial investment...
A, B and C started a business and shared their capital in the ratios of 5 : 8 : 11 respectively. If the total of A & B share together is Rs. 3,000 m...
βDβ started a business with a capital of Rs. 15000. After 4 months, βEβ joined the business with a capital of Rs. 10000. 6 months after βEβ,...
Anand started a business with an initial investment of Rs. 10,800. After a few months, Mohit joined the business with an investment that was Rs. 7,200 m...
Armaan began a business with an initial investment of Rs. 2400. After 8 months, Bhuvan entered the business with an amount such that Armaan's investment...
A invested Rs. βxβ for 1 month, then increased it by Rs. 700 for the next four months and then left the partnership. B invested Rs. βxβ for the ...
Ravi invested Rs. Y and Kiran invested Rs. (Y + 12) for 24 months and 18 months respectively. Their profit ratio is 4:5. Find Kiranβs investment.
A started a business with an investment of Rs.1500. After some months, B joins the business with an investment of Rs.2000 and after four more months C j...