Question

শােভা ও মাসুদ দুজনে মিলে 2,50,000 টাকার একটি গাড়ি কিনে 2,62,500 টাকায় বিক্রি করলেন।
গাড়িটি কেনার সময়ে শােভা মাসুদের 15 গুণ টাকা দিয়ে থাকলে, কে কত টাকা লভ্যাংশ পাবেন তা
হিসাব করে লিখি।​​

Answer 1

Masood will get 781.25/- and Shobha will get 11718.75/-.

• When an object is bought at a certain amount buy a buyer, the amount at which the object is bought is known as the cost price of the object. The amount of money at which the object is sold is called selling price of the object.
• If the selling price of the object is greater than the cost price of the object, profit is achieved and the profit is found out by subtracting the cost price of the object from the selling price of the object. Now, finding the equivalent profit when the cost price is Rs. 100 is called the profit percentage.

According to the given information, Shobha and Masood bought the car at a price of 250000/- hence the cost price is 250000/- and the selling price that is given in the problem is 262500/-.

Then, the profit = Selling price - cost price = 262500 - 250000 = 12500/-

Now, if Masood had given x/-, then according to the problem, Shobha had given 15x parts of the cost price.

Now, 15x + x = 12500

Or, x = $\frac{12500}{16}=781.25$

Then, Shobha will get (15 × 781.25) = 11718.75/-

Hence, Masood will get 781.25/- and Shobha will get 11718.75/-.

Learn more here

https://brainly.in/question/50569866

#SPJ1