if ✓x+5 +✓5-x find x
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√x + 5 + √5 - x = 4
x + 5 + √5 - x = 4or, √x = 4 - 5 - √5 + x
xor, (√x) ^2 = (-1 )^2 - (√5 + x) ^2
(√5 + x) ^2or, x = 1 - (5 + 2√5x + x^2)
x^2)or, x -1 = - 5 - 2√5x - x^2
x^2 or, x -1 + 5 + 2√5x + x^2 = 0
+ x^2 = 0or, x +4 + x^2 + 2√5x = 0
The value of √5 = 2.23
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