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An article is sold at a price that is 40% higher than its cost price. After offering a discount of Rs. 116, the seller still makes a profit of 24%. What is the cost price of the article?
A. Rs. 800
B. Rs. 640
C. Rs. 725
D. Rs. 1020
E. Rs. 915

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🚩 Daily Quant Challenge Alert! Share the excitement with friends, solve the question, and let the competition begin.

Four years ago, the age of person 'A' was three times the age of person 'B'. Eight years from now, the age of person 'A' will be 24 years more than the age of person 'B'. What is the current ratio of the ages of 'A' to 'B'?
A. 5:4
B. 2:1
C. 3:2
D. 6:5
E. 5:2

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The income of person 'A' is 25% higher than that of person 'B'. Person 'A' spends Rs. 24,000 and saves 25% more than person 'B'. What is the ratio of their expenditures?
A. 2:1
B. 3:2
C. 5:4
D. 4:3
E. 7:5
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In the question, two equations I and II are given. You have to solve both the equations to establish the correct relation between x and y and choose the correct option.
I. x^2 – 81 = 0
II. y^3 = 729
A. x > y
B. x < y
C. x = y or the relationship cannot be established
D. x ≥ y
E. x ≤ y

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A seller purchased 18 mangoes at Rs. 180 per dozen. He sold half of them at Rs. 240 per dozen, and 6 more mangoes at Rs. 18 each. At what price should he sell the remaining mangoes to achieve a 30% profit on the total transaction?
A. Rs. 20
B. Rs. 24
C. Rs. 21
D. Rs. 18

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In a race spanning 900 meters, Runner A surpasses Runner B by 180 meters and Runner C by 270 meters. If B and C compete in a 320-meter dash, with C starting 28 meters ahead of B, determine the separation between B and C at the conclusion of the race.
A. 18 metres
B. 15 metres
C. 10 metres
D. 8 metres
E. 12 metres

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A merchant possesses 60 identical items, each marked up by 180% above the cost price. He sells 30 of these items at a 25% discount and the remaining 30 at a 50% discount. Calculate the total profit the seller earns under these conditions, assuming the cost price for each item is consistent.
A. 40%
B. 80%
C. 60%
D. 75%
E. 50%
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A, B, and C each have different rates of completing a task; A can finish it in 36 days, B in 60 days, and C in 30 days. Initially, they begin the work collaboratively, but C departs after 5 days. Furthermore, A exits the job 18 days before the final completion. How long does it take to complete the entire task?
A. 29 days
B. 35 days
C. 31 days
D. 32 days
E. None of these

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Currently, the ages of Rahul and Ritesh are in a ratio of 7:3. If we look back three years, the ages of Ritesh and Ramesh had a ratio of 1:3. Knowing that Rahul is 6 years younger than Ramesh, can you determine the current average age of Rahul, Ritesh, and Ramesh?
A. 32 years
B. 34 years
C. 36 years
D. 38 years
E. None of these

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Roshan and Rahul received marks in their quarterly exam in a ratio of 9:8. Additionally, the ratio of marks Roshan obtained in the quarterly exam to the marks he obtained in the half-yearly exam is 2:3. For Rahul, this ratio between the quarterly and half-yearly exams is 4:5. If the combined total of marks Roshan and Rahul earned in the half-yearly exam is 1410, determine the number of marks Rahul secured in the half-yearly exam.
A. 720
B. 520
C. 640
D. 560
E. 600
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A and B launched a business with initial investments of Rs. 2000 and Rs. 3600, respectively. Three months into the venture, C came on board with an investment that was 25% higher than A's initial investment. Six months after the start, both A and B increased their stakes by injecting extra funds of Rs. 500 and Rs. 400, respectively. If the total profit at the end of the year amounted to Rs. 15850, calculate B's share of the profit.
A. Rs. 6500
B. Rs. 7600
C. Rs. 8400
D. Rs. 9000
E. Rs. 9500

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In an examination, five students—A, B, C, D, and E—participated. The overall average score for these students was 58. Specifically, students A, C, and D together had an average score of 55. Moreover, student E scored 33 marks higher than student B. Calculate the marks obtained by student B.
A. 38
B. 40
C. 52
D. 46
E. None of these
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Pipe 'A' can fill a tank on its own in 14 minutes. When pipes 'A' and 'B' are both opened at the same time, the tank is filled in 18 minutes. Determine how long it would take for pipe 'B' alone to drain half of the tank's capacity.
A. 31.5 minutes
B. 25 minutes
C. 35 minutes
D. 27.5 minutes
E. None of these

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