Question
The ratio of the ages of two friends is 4:3, respectively.
If the difference between their ages is 9 years, then find the age of the younger friend.Solution
ATQ,
Let the ages of the friends be '4x' years and '3x' years, respectively.
ATQ:
'4x' - '3x' = 9
Or, x = 9
Therefore, the age of the younger friend = 3x = 3 × 9 = 27 years
Sumit and Rahul started a business by financing Rs 240 and Rs 320 respectively. After a year, Sumit added Rs.(x + 20) while Rahul added Rs.’x’. At t...
Anchal, Bhavana, and Chetna commenced a business with initial investments of Rs. 15000, Rs. 12000, and Rs. 18000, respectively. They agreed that 'p' % o...
A and B together started a business by investing their capital in the ratio of 10:11, respectively and total amount invested by them together is Rs. 252...
‘P’ invested Rs. 3000 in a business. ‘Q’ joined x months later with an investment of Rs. 2000. If at the end of the year, Q’s share in the pro...
A and B started a business with investments in the ratio of 8:9 respectively. If after three year, the profit earned by A is Rs. 1600, then find the tot...
Arun and Baldev have monthly savings in the ratio of 8:5, respectively. Baldev's monthly expenditure exceeds Arun's monthly savings by ₹20,200. Additi...
P and Q together started a business with initial investment in the ratio of 1:12, respectively. The time-period of investment for P and Q is in the rati...
A, B and C started a business with initial investments in the ratio 2:5:8, respectively. After one year A, B and C made additional investments equal to ...
X and Y enter into a partnership with capital in the ratio 3: 5. After 5 months X adds 50% of his capital, while Y withdraws 60% of his capital. What is...
Palash invest twice the sum invested by Vicky and withdraws half of the sum after 5 months and again withdraws half of the remaining sum after 5 months....