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Simplifying y = sin(tan(7x)) Remove parenthesis around (7x) y = ins(ant * 7x) Reorder the terms for easier multiplication: y = ins(7ant * x) Multiply ant * x y = ins(7antx) Remove parenthesis around (7antx) y = ins * 7antx Reorder the terms for easier multiplication: y = 7ins * antx Multiply ins * antx y = 7ain2stx Solving y = 7ain2stx Solving for variable 'y'. Move all terms containing y to the left, all other terms to the right. Simplifying y = 7ain2stx
| 22x+13=18x+13 | | 9x^2+12h+4=0 | | K=10ys | | 6(2t-3)+5=36-t | | 22x+13x=18x+13 | | 2(x+15)=-x+30 | | 0.85x+0.05(20-x)=0.10(26) | | 7ln(x+3)-5ln(x)= | | x^3+2x^2-3x=-6 | | .5(x-500000)=10 | | 28x^2+1x-45= | | 5y=x-4 | | Ln(x+9)+ln(x-9)=o | | 11+2x=-3(x-1)+3x | | w=12+24 | | 2(b+2)-(9+b)=-4 | | -4x-6=-2x-2 | | 20x^2+8x+28=0 | | 6w-21=7 | | w=5-15 | | (x-9)2=-6 | | z/18=-23 | | 3n-6=3 | | ln(3x-9)=21 | | x-4x+7=5x-6x-17 | | 5(3z-1)-5(z+4)=6(z+1) | | -2x+4=-4x-7 | | 5x(2)=29 | | -16-3x=8(-7-x) | | x+(y+19)=153 | | 2(6t+1)-4(t+2)=34 | | x+y+19=153 |