Mathematics, 05.05.2020 05:49 LucasOtto

Given that x + y = 8 and x^2+ y^2= 34
Find the value of (a) x^2+ 2xy+ y^2
(b) 2xy
(C) x^2– 2xy + y^2
(d) x - y
(e)Value of x and y

Answers: 3

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Given that x + y = 8 and x^2+ y^2= 34
Find the value of (a) x^2+ 2xy+ y^2
(b) 2xy
...

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Given that x + y = 8 and x^2+ y^2= 34 Find the value of (a) x^2+ 2xy+ y^2 (b) 2xy (C) x^2– 2xy + y^2 (d) x - y (e)Value of x and y

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Another question on Mathematics

Given that x + y = 8 and x^2+ y^2= 34
Find the value of (a) x^2+ 2xy+ y^2
(b) 2xy
(C) x^2– 2xy + y^2
(d) x - y
(e)Value of x and y