If it's not what You are looking for type in the equation solver your own equation and let us solve it.
Simplifying lg(x + 9) + lg(8x + 9) = 1 + lg(x2 + 9) Reorder the terms: gl(9 + x) + lg(8x + 9) = 1 + lg(x2 + 9) (9 * gl + x * gl) + lg(8x + 9) = 1 + lg(x2 + 9) (9gl + glx) + lg(8x + 9) = 1 + lg(x2 + 9) Reorder the terms: 9gl + glx + gl(9 + 8x) = 1 + lg(x2 + 9) 9gl + glx + (9 * gl + 8x * gl) = 1 + lg(x2 + 9) 9gl + glx + (9gl + 8glx) = 1 + lg(x2 + 9) Reorder the terms: 9gl + 9gl + glx + 8glx = 1 + lg(x2 + 9) Combine like terms: 9gl + 9gl = 18gl 18gl + glx + 8glx = 1 + lg(x2 + 9) Combine like terms: glx + 8glx = 9glx 18gl + 9glx = 1 + lg(x2 + 9) Reorder the terms: 18gl + 9glx = 1 + gl(9 + x2) 18gl + 9glx = 1 + (9 * gl + x2 * gl) 18gl + 9glx = 1 + (9gl + glx2) Solving 18gl + 9glx = 1 + 9gl + glx2 Solving for variable 'g'. Move all terms containing g to the left, all other terms to the right. Add '-9gl' to each side of the equation. 18gl + -9gl + 9glx = 1 + 9gl + -9gl + glx2 Combine like terms: 18gl + -9gl = 9gl 9gl + 9glx = 1 + 9gl + -9gl + glx2 Combine like terms: 9gl + -9gl = 0 9gl + 9glx = 1 + 0 + glx2 9gl + 9glx = 1 + glx2 Add '-1glx2' to each side of the equation. 9gl + 9glx + -1glx2 = 1 + glx2 + -1glx2 Combine like terms: glx2 + -1glx2 = 0 9gl + 9glx + -1glx2 = 1 + 0 9gl + 9glx + -1glx2 = 1 Reorder the terms: -1 + 9gl + 9glx + -1glx2 = 1 + -1 Combine like terms: 1 + -1 = 0 -1 + 9gl + 9glx + -1glx2 = 0 The solution to this equation could not be determined.
| 40-10x=12+4x | | 13(c+6)-3=3x-5 | | -16t^2+32t+8=0 | | 18x^2yz^3/6xy^2 | | 16y-8(3y+-4)=-48 | | 11=y-48 | | 8.33333333333-20/5 | | 18y^3-27y^2+8y-12=0 | | 5x-3(x-3)=-9+4x+8 | | 8-s=6 | | -26.3-m=26.4 | | (x+8)=(y+3) | | 19x-4=17+4 | | (4x-7)(3x+2)= | | -8(3b-2)=16-2b | | 20x^2-25*x=-3 | | x-9.1=3.1 | | 3z+52=-56 | | (-3-5x)(5x-3)-(9+25x)= | | X^10=49 | | x+3.1=4.1 | | 40x^2-25*x=-3 | | log(4x+3)=5 | | 5x-3g-22=0 | | (9-25x)-(9+25x)= | | 9X-8X-7=2X-25 | | 1=3r+8 | | 4r-2=2r | | -3/7*m=12 | | 3(2x-6)=17 | | 3/7*m=12 | | 1+(d^3+ad^2+bd+c)=ed |