8x+5y=3 4x+7y=2 by using subtution method

1.	8x+5y=3 4x+7y=2 by using subtution method
Answer» EXPLANATION. EQUATION are:- => 8x + 5y = 3 .... (1) => 4x + 7y = 2 ..... (2) From equation (1) => 8x = 3 - 5y => x = 3 - 5y / 8 .......(1) put the value of Equation (1) in equation (2) we GET, $\bold{ \implies{4 \times \frac{(3 \: - \: 5y)}{8} } + 7y \: = 2}$ $\bold{\implies{ \frac{3 \: - \: 5y}{2} } \: + \: 7y \: = \: 2}$ $\bold{ \implies{3 \: - \: 5y} + 14y \: = \: 4}$ => 9Y = 1 => y = 1/9 put the value of y = 1/9 in equation (1) we get, => x = 3 - 5y / 8 $\bold{ \implies{x \: = \frac{3 \: - \: 5 \times \frac{1}{9} }{8} }}$ => x = 27 - 5 / 9 / 8 => x = 22 / 9 / 8 => x = 22/72 => x = 11 / 36 THEREFORE, value of x = 11/36 and y = 1/9

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