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• Identical expressions

• (one /(four *(x + two)))*(two *x + eight) - (x + four)^ two /(four *(x + two)^ two) = zero
• (1 divide by (4 multiply by (x plus 2))) multiply by (2 multiply by x plus 8) minus (x plus 4) squared divide by (4 multiply by (x plus 2) squared ) equally 0
• (one divide by (four multiply by (x plus two))) multiply by (two multiply by x plus eight) minus (x plus four) to the power of two divide by (four multiply by (x plus two) to the power of two) equally zero
• (1/(4*(x + 2)))*(2*x + 8) - (x + 4)2/(4*(x + 2)2) = 0
• 1/4*x + 2*2*x + 8 - x + 42/4*x + 22 = 0
• (1/(4*(x + 2)))*(2*x + 8) - (x + 4)²/(4*(x + 2)²) = 0
• (1/(4*(x + 2)))*(2*x + 8) - (x + 4) to the power of 2/(4*(x + 2) to the power of 2) = 0
• (1/(4(x + 2)))(2x + 8) - (x + 4)^2/(4(x + 2)^2) = 0
• (1/(4(x + 2)))(2x + 8) - (x + 4)2/(4(x + 2)2) = 0
• 1/4x + 22x + 8 - x + 42/4x + 22 = 0
• 1/4x + 22x + 8 - x + 4^2/4x + 2^2 = 0
• (1 divide by (4*(x + 2)))*(2*x + 8) - (x + 4)^2 divide by (4*(x + 2)^2) = 0

• Similar expressions

• (1/(4*(x + 2)))*(2*x + 8) - (x + 4)^2/(4*(x - 2)^2) = 0
• (1/(4*(x + 2)))*(2*x + 8) - (x - 4)^2/(4*(x + 2)^2) = 0
• (1/(4*(x + 2)))*(2*x - 8) - (x + 4)^2/(4*(x + 2)^2) = 0
• (1/(4*(x + 2)))*(2*x + 8) + (x + 4)^2/(4*(x + 2)^2) = 0
• (1/(4*(x - 2)))*(2*x + 8) - (x + 4)^2/(4*(x + 2)^2) = 0