The marked price of a laptop is rs. 48750. if the shopkeeper gives two successive discount 10% and x% and sell it in rs. 40365. find out the value of x?

  1. Discount Questions and Answers
  2. Discount Formula
  3. [Solved] A shopkeeper gives two successive discounts of 10% and 20%.
  4. Profit and Loss Problems and Solutions


Download: The marked price of a laptop is rs. 48750. if the shopkeeper gives two successive discount 10% and x% and sell it in rs. 40365. find out the value of x?
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Discount Questions and Answers

Discount is one of the most important topics of Quantitative Aptitude section. Discount means reducing the price or value of an object or item. The concept of discount plays a crucial role in solving questions related to marked price, selling price, profit and loss. These given Discount Questions and Answers can be easily solved using the short tricks and if you know the concept of solving, then less time will be consumed during the examination time. (iii) If the list price of an item is given and discounts d₁and d₂ are given successively on it then, Final price Questions and Answers Answers for these questions are available at the end. Question 1) The marked price of a chair was Rs 12,800/-. The shopkeeper was offering it for a discount of 20% but on further bargaining agreed to offer a successive discount and finally sold the chair for Rs 9,216/- What was the second discount offered by him? • 5% • 10% • 20% • 25% Question 2)The marked price on an item was Rs 2000/- but the shopkeeper offered a double discount of 20% and 15%. How much did he finally sell the item for? • Rs. 640 • Rs. 1300 • Rs. 1360 • Rs. 1600 Question 3)Find the single equivalent discount of 10%, 15% and 20%. • 38.8% • 45% • 61.2% • None of the above Get Here: Question 4)A man wanted to sell his bat at 5% discount. His brother who was a cricketer wanted to buy that bat so the man sells it at 8% discount. In this deal, the man makes Rs 60/- less in profit. How much was the marked price of the bat? • Rs. 1...

Discount Formula

We all are eager about availing discounts, but we barely know how we get these discounts. There is a proper way to calculate discount and that we do by using a discount formula. The discount rate formula can either be extracted by subtracting the selling price of the product from its marked price or by multiplying the discount rate offered and the marked price of the product. In terms of Mathematics, the formula for discount is represented as below, Discount = Marked Price – Selling Price OR Discount Percentage Formula = Marked Price × Discount Rate Other basis Discount formula are as below:- Discount = List Price - Selling Price Therefore Selling Price = List Price - Discount List Price = Selling Price + Discount Definition of Discount with Simple Discount Rate Example The term “discount” refers to the pricing system in which the price of a commodity (goods or services) is lower than its marked price listed price. It is simply to say, 'discount' is a percentage of the listed price. A discount is a kind of price deduction in products that is noticed in consumer transactions, where the buyers have proposed a percentage of rebates on various products in order to boost sales. This rebate offered by the seller to buyer is known as a discount. The discount is always calculated on the listed price while considering the selling price. 'Listed price' is the usual price of a commodity not inclusive of any discount. 'Selling price' is the amount we actually pay to acquire the commod...

[Solved] A shopkeeper gives two successive discounts of 10% and 20%.

Given: First Discount = 10% Second Discount = 20% The selling price of an article = Rs. 432 Formula used: Successive discount = a + b–ab/100. Selling price = Marked price–Discount. Calculation: Let the marked price of the article be x Successive discount of a and b, a= 20% and b = 10% According to the successive discount formula, Successive discount = 10 +20 -(10× 20)/100⇒ 28% Discount = 28% of marked price The selling price = Marked price - Discount According to the question 432 = x - 28% of x ⇒ 0.72x x = 432/0.72⇒ 600 ∴ The marked price of the article is Rs. 600 Telangana Police SI Final Written Exam Answer Key has been released for Technical Papers (2022 cycle)! The exam of was held on 11th March, 26th March, 8th and 9th April 2023. Earlier, the answer key was out for the language paper.A total of 553 vacancies have been released for the Telangana Police SI Recruitment 2022. This is a golden opportunity for candidates who want to join the police force in the state of Telangana. Candidates must attempt the

Profit and Loss Problems and Solutions

Before you delve into Profit and Loss concepts, take a few minutes to read this first and understand Profit and Loss problems are directly relevant for not only entrance exams (like GMAT, GRE, CAT), but also for the MBA syllabus like Accounting, Financial Statements and more. In this article we cover the basic definitions, formulas, solved examples and wrap it up with some practice questions. Profit and Loss | Definitions, Formulas, Solved Problems Basic Definitions and Formulas • Cost price (C.P.): This is the price at which an article is purchased. • Selling price (S.P.): This is the price at which an article is sold. • Profit or Gain: If the selling price is more than the cost price, the difference between them is the profit incurred. Formula: Profit or Gain = S.P. – C.P. • Loss: If the selling price is less than the cost price, the difference between them is the loss incurred. Formula: Loss = Cost price (C.P.) – Selling Price (S.P.) • Profit or Loss is always calculated on the cost price. • Marked price: This is the price marked as the selling price on an article, also known as the listed price. • Discount or Rebate: This is the reduction in price offered on the marked or listed price. Below is the list of some basic formulas used in solving questions on profit and loss: • Gain % = (Gain / CP) * 100 • Loss % = (Loss / CP) * 100 • SP = [(100 + Gain%) / 100] * CP • SP = [(100 – Loss %) / 100]*CP The above two formulas can be stated as, If an article is sold at a gain of ...