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• Identical expressions

• (one /(two - x) + (x + five)/(two - x)^ two)/sqrt(one - (x + five)^ two /(two - x)^ two) = zero
• (1 divide by (2 minus x) plus (x plus 5) divide by (2 minus x) squared ) divide by square root of (1 minus (x plus 5) squared divide by (2 minus x) squared ) equally 0
• (one divide by (two minus x) plus (x plus five) divide by (two minus x) to the power of two) divide by square root of (one minus (x plus five) to the power of two divide by (two minus x) to the power of two) equally zero
• (1/(2 - x) + (x + 5)/(2 - x)^2)/√(1 - (x + 5)^2/(2 - x)^2) = 0
• (1/(2 - x) + (x + 5)/(2 - x)2)/sqrt(1 - (x + 5)2/(2 - x)2) = 0
• 1/2 - x + x + 5/2 - x2/sqrt1 - x + 52/2 - x2 = 0
• (1/(2 - x) + (x + 5)/(2 - x)²)/sqrt(1 - (x + 5)²/(2 - x)²) = 0
• (1/(2 - x) + (x + 5)/(2 - x) to the power of 2)/sqrt(1 - (x + 5) to the power of 2/(2 - x) to the power of 2) = 0
• 1/2 - x + x + 5/2 - x^2/sqrt1 - x + 5^2/2 - x^2 = 0
• (1 divide by (2 - x) + (x + 5) divide by (2 - x)^2) divide by sqrt(1 - (x + 5)^2 divide by (2 - x)^2) = 0

• Similar expressions

• (1/(2 - x) + (x + 5)/(2 - x)^2)/sqrt(1 - (x - 5)^2/(2 - x)^2) = 0
• (1/(2 - x) + (x + 5)/(2 - x)^2)/sqrt(1 + (x + 5)^2/(2 - x)^2) = 0
• (1/(2 - x) + (x + 5)/(2 - x)^2)/sqrt(1 - (x + 5)^2/(2 + x)^2) = 0
• (1/(2 - x) + (x - 5)/(2 - x)^2)/sqrt(1 - (x + 5)^2/(2 - x)^2) = 0
• (1/(2 + x) + (x + 5)/(2 - x)^2)/sqrt(1 - (x + 5)^2/(2 - x)^2) = 0
• (1/(2 - x) - (x + 5)/(2 - x)^2)/sqrt(1 - (x + 5)^2/(2 - x)^2) = 0
• (1/(2 - x) + (x + 5)/(2 + x)^2)/sqrt(1 - (x + 5)^2/(2 - x)^2) = 0