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• Identical expressions

• cos(x)/(cos(x) - one * two) + sin(x)^ two /(cos(x) - one * two)^ two = zero
• co sinus of e of (x) divide by ( co sinus of e of (x) minus 1 multiply by 2) plus sinus of (x) squared divide by ( co sinus of e of (x) minus 1 multiply by 2) squared equally 0
• co sinus of e of (x) divide by ( co sinus of e of (x) minus one multiply by two) plus sinus of (x) to the power of two divide by ( co sinus of e of (x) minus one multiply by two) to the power of two equally zero
• cos(x)/(cos(x) - 1*2) + sin(x)2/(cos(x) - 1*2)2 = 0
• cosx/cosx - 1*2 + sinx2/cosx - 1*22 = 0
• cos(x)/(cos(x) - 1*2) + sin(x)²/(cos(x) - 1*2)² = 0
• cos(x)/(cos(x) - 1*2) + sin(x) to the power of 2/(cos(x) - 1*2) to the power of 2 = 0
• cos(x)/(cos(x) - 12) + sin(x)^2/(cos(x) - 12)^2 = 0
• cos(x)/(cos(x) - 12) + sin(x)2/(cos(x) - 12)2 = 0
• cosx/cosx - 12 + sinx2/cosx - 122 = 0
• cosx/cosx - 12 + sinx^2/cosx - 12^2 = 0
• cos(x) divide by (cos(x) - 1*2) + sin(x)^2 divide by (cos(x) - 1*2)^2 = 0

• Similar expressions

• cos(x)/(cos(x) + 1*2) + sin(x)^2/(cos(x) - 1*2)^2 = 0
• cos(x)/(cos(x) - 1*2) - sin(x)^2/(cos(x) - 1*2)^2 = 0
• cos(x)/(cos(x) - 1*2) + sin(x)^2/(cos(x) + 1*2)^2 = 0
• cosx/(cosx - 1*2) + sinx^2/(cosx - 1*2)^2 = 0