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Simplifying sin(x) = 3cos(x) Multiply ins * x insx = 3cos(x) Multiply cos * x insx = 3cosx Solving insx = 3cosx Solving for variable 'i'. Move all terms containing i to the left, all other terms to the right. Divide each side by 'nsx'. i = 3cn-1o Simplifying i = 3cn-1o
| x+1=-7+5 | | 2a-b+8d= | | 40xt=55 | | 2z^4+5z^2-12=0 | | 2x^2-x+6x+13=0 | | 1500(90-x)=750(x-20) | | (2+x)=(3y) | | (x-5)^2/3=49 | | 84(x+5)=420 | | 84(x+5)=240 | | 4x+3y-5x+2y= | | -5x-3+7x=2 | | -2x-9y=36fory | | lg(lgx)=0 | | 2a-b+8d-41= | | (b-1/b)-(a-1/a) | | 3d+4e-2d+3e= | | (32x^5)^(-2/5) | | y=513.125(17)+18961 | | 0.5k(k+1)=1 | | 5+4x=12x-8 | | (x-y)ydx-(x^2)dy=0 | | 2a-b+8d-41=0 | | y^2-35y+15=0 | | 4x+3=4(x-7) | | 4u-6=10 | | 2y^2+3x+1=0 | | 82-4x=23x+22 | | -(c-10)=1 | | 0.007(8-k)+0.09(k-4)=1 | | -19-9x=8+15 | | 4b+6c-d-11=0 |