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Simplifying (4x) + 2cos2x = 1 Reorder the terms: 2cos2x + (4x) = 1 Solving 2cos2x + (4x) = 1 Solving for variable 'c'. Move all terms containing c to the left, all other terms to the right. Add '(-4x)' to each side of the equation. 2cos2x + (4x) + (-4x) = 1 + (-4x) Combine like terms: (4x) + (-4x) = 0 2cos2x + 0 = 1 + (-4x) 2cos2x = 1 + (-4x) Divide each side by '2os2x'. c = 0.5o-1s-2x-1 + (-2o-1s-2) Simplifying c = 0.5o-1s-2x-1 + (-2o-1s-2) Reorder the terms: c = (-2o-1s-2) + 0.5o-1s-2x-1
| 7(2+3y)+3y=2 | | 5a/x=5b/(x-1) | | F(x)=4x^3-16x^2+2.5 | | 0.002x-0.014=0.458 | | 15x+7(x-5)-3(y-5)= | | x-23=77 | | 10x3/4 | | 1/x+1/3x=1/9a | | 120=x-(50+0.2x) | | X/2+5/3=7/2 | | 0.3(x+6)=2.4 | | (2x/9y)-((4-5x)/9y) | | 2w^9/6w^-5 | | 7y+y=-72 | | -x/4.-0.6 | | 135=.5x | | 90=0x | | 4+8+/4+5 | | 5+2/7 | | 2/5x+3=11 | | K=N-Nuxforn | | 3/4*80= | | 5(p-2)-3(p+1)=0 | | -1=10+s | | tan(2*x)*cot(x+pi/2)=1 | | tan(2*x)*cot(x+pi)=1 | | 18=((7x+6)/4)+((3x-4)/8) | | 5y/6+5/6=1/6 | | tan(2*x)*cot(x+3.14/2)=1 | | tan(5x+1)=6 | | Y=8x^2-4x-18 | | 5y/6+5/6=16 |