Question

find the solution of an equation x+y -14 =0 and x-y-4=0


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Answer 1

Answer:

let the x = 0

$x+y -14 =0$

$0+y -14 =0$

$y -14 =0$

$y = 14$

Therefore the solution for the equation is ( 0, 14 )

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let the y = 1

$x-y-4=0$

$x-(1)-4=0$

$x - 1 - 4 = 0$

$x - 5 = 0$

$x = 5$

therefore the solution for the equation is (5, 1)

Answer 2

Answer

X = 10

Y = 4

Explanation in attachment

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