Question

A table computer was bought of ₹10,000 and sold at a loss of 9%.So at what price was it sold

Answer 1

Step-by-step explanation:

Given:

CP = 10,000

Loss % = 9%

Find:

SP = selling price

Formula:

CP {(100 - loss) / 100}

= CP {(100 - loss) / 100}

= 10000 {(100 - 9) / 100}

= 10000 (91 / 100)

= 10000 x 0.91

= 9100

Answer:

The table computer was sold for ₹9,100.

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Answer 2

Given-

A table computer price ₹10,000

Sold at a loss of 9%

To find-

Price at which table computer sold.

Solution-

Percentage means divide by 100.

Loss means cost price minus selling price .

Cost price= $10,000$ ₹

The 9% of ₹10,000 = $\frac{9}{100} \times10,000$

Divide 10,000 by 100 we get

The 9% of ₹10,000 = $9\times100$

The 9% of ₹10,000 = $900$ ₹

By reducing 900 from cost price we get the selling price.

Selling Price= $10000-900$

Selling Price = $9100$

Price at which table computer sold is 9100 ₹