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Simplifying y = (4x5 + -2x3 + 8) * ln(10x) Reorder the terms: y = (8 + -2x3 + 4x5) * ln(10x) Remove parenthesis around (10x) y = (8 + -2x3 + 4x5) * ln * 10x Reorder the terms for easier multiplication: y = 10ln * x(8 + -2x3 + 4x5) Multiply ln * x y = 10lnx(8 + -2x3 + 4x5) y = (8 * 10lnx + -2x3 * 10lnx + 4x5 * 10lnx) y = (80lnx + -20lnx4 + 40lnx6) Solving y = 80lnx + -20lnx4 + 40lnx6 Solving for variable 'y'. Move all terms containing y to the left, all other terms to the right. Simplifying y = 80lnx + -20lnx4 + 40lnx6
| 2592=(x)(x+8)(x-2) | | 12=(x)(x+4)(x-1) | | x+5x^2+6=15-31x | | solvex+5x^2+6=15-31x | | -6y+2y=-2 | | 2*x^3+6*x^2+9*x-16=0 | | 2*x^3+3*x-21=0 | | C=2(3.14)14 | | 6x+30y=24 | | ex+5=2 | | 1.5x-2.5y=8.5 | | 9x-20y=6 | | 8x+9y=42 | | f+8=3 | | 100=3y+(2y+5) | | 9+9+4= | | 6y(5-3/8y) | | a^3+3a^2+a+3=0 | | v/5=12.5 | | x/-5=95/15 | | 1.3+0.9x=2+.4x | | 5z^3+3z^2+5z+3=0 | | (b^3+8c^3)(b-2c)(b^2+2bc+4c^2)= | | 4x+2x=13-3 | | ((64y^6)/(x^-3))^(1/3) | | (2b-1)(2b-1)(2b-1)(2b-1)(2b-1)(2b-1)(2b-1)= | | 2x+5=16x^2-48x+36 | | (2x+y-32)(2x+y+32)= | | y^4(y^2+2y-4)= | | d/dx(e^x(cosx)) | | (ab^2-c^3)(ab^2+c^3)= | | 3(2x+5)=4(25+2y) |