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Simplifying 2cosx + -1sinx = 0 Solving 2cosx + -1insx = 0 Solving for variable 'c'. Move all terms containing c to the left, all other terms to the right. Add 'insx' to each side of the equation. 2cosx + -1insx + insx = 0 + insx Combine like terms: -1insx + insx = 0 2cosx + 0 = 0 + insx 2cosx = 0 + insx Remove the zero: 2cosx = insx Divide each side by '2osx'. c = 0.5ino^{-1}Simplifying c = 0.5ino^{-1}

| 5+k=6 | | -6+d=-9 | | 92/11=k+8 | | 5/7n=10/49 | | w+6=5 | | t-9=-19/2 | | 10+x=53/5 | | 4/5+x=21/20 | | 37/5=x+2/5 | | -3/5a=-3/25 | | 5/6n=5/18 | | -11/6=b-2 | | a-1=-1/5 | | m+1=11 | | m-4=-1 | | 7+k=78/11 | | a+5=-7 | | k/-5=-4 | | 5+t=17 | | t+2=-4 | | a+4=44/9 | | t+5=36/7 | | 1/3=x+5/6 | | n-2=-13/5 | | 1/6+m=16/15 | | 5x-4=7+3x | | 4w=-24 | | -1/18=a-8/9 | | 3/2X+10=22 | | 29/30=b+4/5 | | -7n=-28/5 | | w+1/5=-44/5 | | 1/8+b=1/8 | | 50=0.0148x^4-0.5226x^3+5.5043x^2-8.4658x+2.3918 | | n+9=71/8 | | 92/9=x+2/9 | | 26/3=m+2/3 | | 17/18=w+1/2 | | 2a=-12 | | ((3x)^1/2)-2=(4x+3)^1/2 | | 7+7/7+7*7-7=x | | 13X+17=69 | | 2/5+k=27/5 | | 7k=-77 | | -7m=-21/5 | | x/-7=5 | | -5/7+t=9/7 | | 1/8=x-1/2 | | m+2=7 | | d/2=6 | | 2+a=-7 | | 6x=-12/5 | | b-6=-28/5 | | -3/10+m=-1/2 | | (3x)^1/2-2=(4x+3)^1/2 | | 4y+12w+3y-(15w+y)= | | -74/9=x-2/9 | | t+6=61/11 | | x-1/4=15/4 | | -47/8=a-7/8 | | t-7/10=-143/90 | | m+2/7=-43/70 | | 8x-2=24 | | -1/6a=1/72 | | -6m=-18 |

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