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Simplifying y = 3cosx + 2sinx Solving y = 3cosx + 2insx Solving for variable 'y'. Move all terms containing y to the left, all other terms to the right. Simplifying y = 3cosx + 2insx
| f(3)=5n-1 | | 4n+6=-62 | | 32y+16y= | | r/4-2=-3 | | 2x^2+9x-489=0 | | log(2x+3)7=0.5 | | x/20-3=-4 | | -(3x+4)=x+16 | | 5/9*12/25 | | f(2)=5n-1 | | f(1)=5n-1 | | 5x+25=2x+36 | | -3x-5=-6x+7 | | 4/5x/x | | 2x+36=5x+25 | | 1/3a-1/4a=5/6a | | cos(x)sec(x)/tan(x) | | (x^2)/9=6 | | 3x-18=1x+4 | | 54x+64=49x+59 | | X+y+x=25 | | -10a-8=-78 | | X+45+18=20 | | 28+2w=9w | | Tg(x/2)-1 | | 7u-18=2u | | 6.9+.25k=1.4k-.25+1.6r | | (1/4)-(x-1/2)=2-x/2 | | 15(9-x)+20(5x+1)=12(3x+7)-24(1-6x) | | 5.4a+10=64 | | (72-x)=(81-2x) | | t^2+24t-8=0 |