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Simplifying Sin(x) = tan(x) Multiply inS * x inxS = tan(x) Multiply ant * x inxS = antx Solving inxS = antx Solving for variable 'i'. Move all terms containing i to the left, all other terms to the right. Divide each side by 'nxS'. i = atS-1 Simplifying i = atS-1
| x/21-6=0 | | 3(2y+3)-4y=-4 | | 24s=8/10 | | 2[x+2(2-x)]=3x+1 | | 2(2y+3)-4y=-3 | | 12x^2-29xy+14y^2=0 | | 4x-3y+2z=16 | | Sinx=tanx | | 2y=4/5/3/5 | | y=-3(1)+.5 | | 49s^2+56s^1+16=0 | | x+y-z=-1 | | 56y^2+15y-56=0 | | agirl=bae | | 3(g+4)8=-19 | | -5x-5/3-55/3 | | 12=15x-8 | | -20=4(x-1) | | 3/4d=46/50 | | -2c=3 | | 2x+19=6x+27 | | -1/8(8x-48y) | | y=15(-5)-8 | | p+p+p+p=0 | | 2/3x-6=24 | | 4+2*5+7*9=x | | 0=1p+2p | | 7/8y-13=6 | | 8-8x-4=-31+4x-13 | | 7x+8(1x+.25)=3(6x-9)-8 | | (8k^9)^4/3 | | m/11=20 |