Question

The ratio of the prices of a chair and table is 3:7, If the price of the table is rs. 441 find the price of the chair? ​

Answer 1

Answer:

Ratio of chair and table = 3:7Let Price of table be xPrice of table = 441Ratio of chair and table = x:441Therefore 3:7 = x:4413/7 = x/4413*441

Answer 2

Following are the steps for getting the answer:

Given:

Ratio of the prices of a chair and table=3:7

the price of the table = rs. 441

To find:

the price of the chair

Solution:

we have to find the price of the chair,

The ratio of the prices of a chair and table is 3:7 and price of table is given,

let, the price of the chair will be x

now ,

we can write this like,

3:7=x:441

we know that,

a:b=a/b

$\frac{3}{7} =\frac{x}{441}$

now , we will do a cross multiplication

we get,

7x=3×441

7x=1323

x=1323/7

x=189

Thus, the price of the chair will be 189.