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Simplifying y = ln(cos(2x)) Remove parenthesis around (2x) y = ln(cos * 2x) Reorder the terms for easier multiplication: y = ln(2cos * x) Multiply cos * x y = ln(2cosx) Remove parenthesis around (2cosx) y = ln * 2cosx Reorder the terms for easier multiplication: y = 2ln * cosx Multiply ln * cosx y = 2clnosx Solving y = 2clnosx Solving for variable 'y'. Move all terms containing y to the left, all other terms to the right. Simplifying y = 2clnosx
| (12x+9y)-(5x+3y)= | | 5(x+7)=25(x-1) | | (12+9y)-(5x+3y)= | | -5(2t+1)=-5 | | 5x-12=2x+4 | | -6(2x-7)= | | 4(f-8)=-28 | | 0=1/4x-5 | | x+15+15=30 | | 10(s-7)=-126 | | 4(3x-1)+2(x-3)=5(2x-3)+3x | | 2e+3=e+11 | | 5x/3-3=2 | | (5x+5y)+(3x+7y)= | | 3(3x+5)=3 | | x-x/4=1 | | 3x+8=3x+20 | | 4x+10y+15z=82 | | -x-6=11 | | (3x/11)-9=3x | | (5x-6)(5x-3)= | | 4xz(3x+8z)-(-5z)(3z-4x)= | | 2(x-4)=2x+4 | | 12(3x+3)-6(2x-2)=4x-72 | | 9x=3(3)x | | 5x+4=13-4x | | y-8x=16 | | 10=c+6 | | 9x=3(40) | | 8x=14-6x | | (5x-1)(8x+4)= | | 8=x^6 |