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Simplifying 6g + -3f + 8f + -1g = 0 Reorder the terms: -3f + 8f + 6g + -1g = 0 Combine like terms: -3f + 8f = 5f 5f + 6g + -1g = 0 Combine like terms: 6g + -1g = 5g 5f + 5g = 0 Solving 5f + 5g = 0 Solving for variable 'f'. Move all terms containing f to the left, all other terms to the right. Add '-5g' to each side of the equation. 5f + 5g + -5g = 0 + -5g Combine like terms: 5g + -5g = 0 5f + 0 = 0 + -5g 5f = 0 + -5g Remove the zero: 5f = -5g Divide each side by '5'. f = -1g Simplifying f = -1g
| Cos^2(x)-sin^2(x)=sin(x) | | =-10-9 | | 2x^2+36+2x^2+36=6x^2 | | 5d-3e+4e-d= | | x+4.4=-5.8 | | -2(6x-4)=-12x+8 | | 5(6r-5w)= | | .40x=x-10 | | 5x-4=5+4x | | 4(y-7)= | | 4x+20x-246=0 | | 4(c-4)+4=3+c-15 | | -8x-9=6x+33 | | -3y-7y= | | 11r+r= | | 2(x-4)=3x-(x+8) | | 5x+14-2x=9-(4x+12) | | x^3-5x=12.2 | | 15x^2-34x+16= | | 12=6ln(28t+1)find(t) | | x-8x+4x= | | .80x=x+5 | | 4(6-11h)= | | 2(9x-y)= | | 10x-5=40x+13 | | 8(9j-5r)= | | (2x-9)(9x+5)= | | 8-(y+8)= | | 0=x^2-15x+54 | | -(8x-3)-(2-5)+15=-11(x-1)-(4x+11)+3 | | 9(6r+5)= | | -(4-y)= |