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Simplifying sin(x) = x Multiply ins * x insx = x Solving insx = x Solving for variable 'i'. Move all terms containing i to the left, all other terms to the right. Divide each side by 'nsx'. i = n-1s-1 Simplifying i = n-1s-1
| 4(x-2)+7=3 | | y=-18x-42 | | x^2-2x+12=x+2 | | P-5-13p=105-11 | | 5(2x-3)-3(3x-2)=5 | | 4x^2-18=82 | | y=20+0.45(8) | | ((x-11)(x+8)/(3x^3))/((2x-22)/(6x^4)) | | (((x-11)(x+8))/3x^3)/((2x-22)/6x^4) | | X^2=126 | | 520=2+2 | | ((x-11)(x+8)/3x^3)/((2x-22)/6x^4) | | -24=-15-b | | (4u-2)(9+u)=0 | | 81x^2-6-30=0 | | x^2+2.14x+36.4=0 | | y*y-61/4=0 | | -32=45 | | 38-45=31 | | 3(1-2/3) | | 3*12/3 | | t*t=-5 | | 8x*x-128=0 | | 5x*x-125=0 | | 3x*x-27=0 | | x*x=1024 | | x^2+2.1x+36.4=0 | | 3(2x+y)=36 | | x*x=256 | | 10/2/13 | | a+15=7+3*a | | 8y-3/5=9-4y/5 |