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Ten chairs and six tables together cost Rs.6200,three chairs and two tables together cost Rs.1900. The cost of 4 chairs and 5 tables is
Rs.3000
Rs.3300
Rs.3500
Rs.3800
Let the cost of one chair =Rs x Cost of one table = Rs y According to equation 10x+ 6y = 6200 … … (i) 3x+ 2y = 1900 … … (ii) 9x + 6y = 5700 … … (iii) On subtracting (iii) from (i) we get 10x + 6y = 6200 ⇒ −9x + 6y = 5700 x = 500 x = ???? 500 From equation (i) 5000 + 6y = 6200 y = ???? 200 Cost of 4 chair and 5 table = 4x+ 5y = 4×500 + 5×200=Rs. 3000
By: Munesh Kumari ProfileResourcesReport error
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