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Simplifying tanx = 3sinx Solving antx = 3insx Solving for variable 'a'. Move all terms containing a to the left, all other terms to the right. Divide each side by 'ntx'. a = 3ist-1 Simplifying a = 3ist-1
| Ab+27ab= | | Ab+y+6ab+4y= | | -35=2v+7(v+4) | | 7x+2=57 | | 6/5u-5/2=-5u-7/5 | | 5(y-6)-7y=-24 | | 4Z-2Y/X | | 8y-9x=72forx | | 9y+4=41 | | (1-(|x|-1)^2)^0.5=-3(1-(|x|/2)^0.5)^0.5 | | 4+3x=70 | | x/5=e^405 | | -6(7x-8)=90 | | 135=(1/3)*ln(x/5) | | 215=97-w | | 4*3n=70 | | 1n-4-9= | | 2=190-w | | -2(8+2x)=4 | | -75=3x^3-x+3 | | (x+9)2-144=0 | | 4(7x-7)=-140 | | 81-s=2s | | 10+y=180 | | 3(7x+4)=180 | | 9-(6x+6)=24-9x | | 30z=180 | | .75x+17=23 | | r+42=77 | | 5x^2+10x-144=0 | | 4-.5n=-12 | | 8x+9-3x=44 |