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If X = 2ЁЭЫ╝ + 1 and Y = ЁЭЫ╝ тАУ 1 is a Solution of the Equation 2xтИТ3y + 5 = 0, Find the Value of ЁЭЫ╝. - Mathematics

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If x = 2ЁЭЫ╝ + 1 and y = ЁЭЫ╝ – 1 is a solution of the equation 2x−3y + 5 = 0, find the value of ЁЭЫ╝.

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We have 

2x−3y + 5 = 0 

It is given that x = 2 α + 1 and = α - 1is a solution of the equation   2x−3y + 5 = 0 

∴ 2 (2α + 1) - 3 (α + 1) 5 = 0 

⇒ 4α + 2- 3α + 3 +5 = 0 

⇒  α + 10 = 0 

⇒   α = - 10

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рдкрд╛рда 7: Linear Equations in Two Variables - Exercise 7.2

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рдЖрд░рдбреА рд╢рд░реНрдорд╛ Mathematics [English] Class 9
рдкрд╛рда 7 Linear Equations in Two Variables
Exercise 7.2 | Q 6

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