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Simplifying 4cos(4x) + 6sin2(2x) + 5cos(2x) = o Remove parenthesis around (4x) 4cos * 4x + 6sin2(2x) + 5cos(2x) = o Reorder the terms for easier multiplication: 4 * 4cos * x + 6sin2(2x) + 5cos(2x) = o Multiply 4 * 4 16cos * x + 6sin2(2x) + 5cos(2x) = o Multiply cos * x 16cosx + 6sin2(2x) + 5cos(2x) = o Remove parenthesis around (2x) 16cosx + 6in2s * 2x + 5cos(2x) = o Reorder the terms for easier multiplication: 16cosx + 6 * 2in2s * x + 5cos(2x) = o Multiply 6 * 2 16cosx + 12in2s * x + 5cos(2x) = o Multiply in2s * x 16cosx + 12in2sx + 5cos(2x) = o Remove parenthesis around (2x) 16cosx + 12in2sx + 5cos * 2x = o Reorder the terms for easier multiplication: 16cosx + 12in2sx + 5 * 2cos * x = o Multiply 5 * 2 16cosx + 12in2sx + 10cos * x = o Multiply cos * x 16cosx + 12in2sx + 10cosx = o Reorder the terms: 16cosx + 10cosx + 12in2sx = o Combine like terms: 16cosx + 10cosx = 26cosx 26cosx + 12in2sx = o Solving 26cosx + 12in2sx = o Solving for variable 'c'. Move all terms containing c to the left, all other terms to the right. Add '-12in2sx' to each side of the equation. 26cosx + 12in2sx + -12in2sx = -12in2sx + o Combine like terms: 12in2sx + -12in2sx = 0 26cosx + 0 = -12in2sx + o 26cosx = -12in2sx + o Divide each side by '26osx'. c = -0.4615384615in2o-1 + 0.03846153846s-1x-1 Simplifying c = -0.4615384615in2o-1 + 0.03846153846s-1x-1
| 2(4x+5)=8x+10 | | 8x+4=4x+44 | | C-7+5=9 | | 3(15+k)=105 | | f(x)=0.5x^2+4x+6 | | 2h+11=65 | | 25x+15y=480 | | 17(10)+34= | | 16x+12=8x+50 | | (9*x+8)*(2*x^2+5*x+4)= | | 12x-(4x-10)=54 | | 2x-10=1x+60 | | 16x^2=96 | | 5x+7-1=2x-3 | | 7q=3q+16 | | 2x-3(6-2x)=2(5+2x) | | r/8=16 | | -4(5-r)=8 | | 18y-24= | | 6.2=b+3.1 | | y=2[2x-(3x-4)]+5(x-4) | | 9=3c | | 27y+18=801 | | 14=n*-8+5 | | 8=3c | | 963=24w+75 | | 6x+4+5x+7=-20 | | 7w=-6w+26 | | 9s+8=98 | | 7x+5(1-x)= | | -5+2(10x-2)=31 | | 13x+7(-3x-1)=-62 |