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Simplifying 3sinx = 3cosx Solving 3insx = 3cosx Solving for variable 'i'. Move all terms containing i to the left, all other terms to the right. Divide each side by '3nsx'. i = cn-1o Simplifying i = cn-1o
| 6x+9=81 | | x(49-.2x)-21=975 | | 27x^3+1= | | 3(3x+7)=5 | | 101-2x=4x+43 | | -7y-21= | | 5-9x=101-30x | | 6x+91=11x-9 | | 0=5+-5 | | 235-4x=32x+23 | | 13-8x=218-43x | | 6x-3=2x-23 | | 3x+30=10-54 | | 6x^2+3x-2= | | 1*8x^1= | | 8x^0*8x^1= | | 2sin(2x)+3cos(x)=0 | | 5-6x=9x+21 | | 85-5x=3x+10 | | 5x+11=83+4x | | 7x+156+5x+180=180 | | 7x+156=5x+180 | | 8x+41+4x+67=180 | | 8x+41=4x+67 | | 6x+-19+2x+95=180 | | 3x+96=6x+42 | | 5x+128+2x+129=180 | | 5x+128=2x+129 | | 2x+46=4x+18 | | 113-6x=9x+13 | | 6x+24=2x+60 | | 4x+-29+6x+49=180 |