Table cost 200 more than the chair the price of two tables and 3 chair is 1400 find the cost of each table
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Application of linear equation in one variable.
Answer: Cost of each table = 400
Explanation:
Given that cost price of table is 200 more than the chair.
Also price of two tables and 3 chair = 1400.
Need to find the cost of each table.
lets assume the cost of 1 table be represented by variable x.
As table cost 200 more that chair , so cost of 1 chair = cost of 1 table - 200
=> cost of 1 chair = x - 200
cost of two tables = 2 × cost of 1 table = 2x
cost of 3 chairs = 3 × cost of 1 chair = 3 × ( x - 200 ) = 3x - 600
As cost of two tables + cost of 3 chairs = 1400
=> 2x + (3x - 600) = 1400
=> 5x - 600 = 1400
=> 5x = 1400 + 600
=> x = 2000/5 = 400.
Hence cost of each table = x = 400
#answerwithquality
#BAL
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