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Simplifying 2(sin)(x) = (tan)(x) Multiply ins * x 2insx = (tan)(x) Multiply ant * x 2insx = antx Solving 2insx = antx Solving for variable 'i'. Move all terms containing i to the left, all other terms to the right. Divide each side by '2nsx'. i = 0.5as-1t Simplifying i = 0.5as-1t
| 3x+6overx=11 | | 6x+6-4x+8=3-3x | | N=z+rp | | 5x-d/6=2x | | N=z+to | | X+2y=-19 | | z=xg | | 175=25+0.5(20x) | | 7r-7q/p=2r | | 12-5i=2 | | 2y+2xy=14 | | 98=0.5(4)*x^2 | | 2x=10y+5 | | 33,750=0.5(x)*16,900 | | 82-4g=7g+5 | | 5(f+2)=30 | | 10p-3=47 | | 5x-1+5x-1=8x+6 | | 8.9n=n | | 3(x+7)=9+3-6x+18 | | 1+7x=18x+4 | | (9+9i)-(4-18i)=0 | | x-2/3-7=x-1/2 | | x(4x+3)=115 | | -4x^2+8x+12=0 | | 110=x+100 | | 62x=33x-1 | | 180=n*(n-3) | | 3/5m= | | 7(2+e)=39 | | 2x-3/3x+2=2/5 | | ln(x)=4.092 |