Question
Axe and Wye purchases the Bikes at same price and later
on Zed purchase both the bikes at the same price of Rs. 72000. But the profit % of Axe was A% while profit % of Wye was B% since Wye calculate his profit on SP, if Zed sells one of the Bike to Pee at A% profit. What is the cost price for Pee if B= 41(2/3)% A?Solution
Let the Cost Price for Axe and Wye be x SP for both Axe and Wye = 72000 CP for Zed = 72000 (1 mobile) Profit for Axe = A% Profit for Wye = B% = 41*2/3% A = A ×125/(3 ×100) = A × 5/12 Now, the amount of profit for Axe and Wye is same Therefore, x × A/100 = 72000 × A × 5/12 ×1/100 x = 30000 Cost price for Axe and Wye is 30000 For Axe : CP = 30000 SP = 72000 Profit = 72000 – 30000 = 42000 Profit % for Axe = 42000/30000 × 100 = 140% For Zed : CP = 72000 Profit = 72000 × 140% = 100800 SP = 100800 + 72000 = 172800 Therefore, Cost price for Pee = 172800
Present ages of P and Q are in the ratio 5:8 respectively. If Qβs age, 14 years hence from now will be 4 times of Pβs age, 4 years ago from now, the...
The present average age of Nisha and Arav is 36 years. After 4 years, their ages will be in the ratio 9:11. Find Aravβs age 7 years ago.
Four years ago, the combined ages of Linda and Joan was 56 years. Four years hence, the ratio of their ages will be 4:5. Find the current age of Linda.
16 years ago from now, ratio of ages of βRβ and βLβ was 3:5, respectively. If βLβ is 9 years elder to βRβ, then what will be the age of ...
Neha was married 5 years ago. In his present age 8/7 times of his age at the time of her marriage. Her son’s age is 1/8 times of her present age, ...
βAβ is 4 years younger than βBβ and 6 years elder than βCβ. If the present age of βBβ and βDβ is 28 years and 20 years, respectively...
The ratio of age of A and his son is 9:2. If the difference of their ages 7 year ago is 21, then find the sum of ages of A and his son 13 year hence?
The present ages of A and B are in the ratio 2:3. After 6 years, their ages will be in the ratio 4:5. Find Bβs present age.
The ratio of the present ages of βAβ and βBβ is 8:3. If the present age of βBβ had been 10 years more, then his present age would have been ...
The ratio of the present ages of father and his son is 7:5. The product of their ages 3 years ago was 32 times of his sonβs age that year. What was so...