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Simplifying n = (7x2 * y)(6y2 * z)(-4az) Multiply x2 * y n = (7x2y)(6y2 * z)(-4az) Remove parenthesis around (7x2y) n = 7x2y(6y2 * z)(-4az) Multiply y2 * z n = 7x2y(6y2z)(-4az) Remove parenthesis around (6y2z) n = 7x2y * 6y2z(-4az) Remove parenthesis around (-4az) n = 7x2y * 6y2z * -4az Reorder the terms for easier multiplication: n = 7 * 6 * -4x2y * y2z * az Multiply 7 * 6 n = 42 * -4x2y * y2z * az Multiply 42 * -4 n = -168x2y * y2z * az Multiply x2y * y2z n = -168x2y3z * az Multiply x2y3z * az n = -168ax2y3z2 Solving n = -168ax2y3z2 Solving for variable 'n'. Move all terms containing n to the left, all other terms to the right. Simplifying n = -168ax2y3z2
| 12p+9q-1=0 | | 6tan^2x-2=4 | | f(x)=x^2-2ax | | 3(1.5t-6.2)+0.5t=2(t+0.3) | | logx=-0.52 | | X*-10x+25=7 | | 16(x-a)=4(2a-3) | | a=(7x^2*y)*(6y^2*z)*(-4az) | | 9x=6*6 | | X=58+-4y | | 60x-84= | | a=(7x^2*y)*(6y^2*z)+(-4az) | | -x-9y=51 | | 36p+27q-3=0 | | 54+27= | | 4v^2-3v=0 | | 2*cos(6x)-1=0 | | a=(18-x^2)-(6x^3+2x^2+2x+1) | | (Y-3)(y-2)-(2y-1)(y+1)=0 | | 15x+12x-17+20x+17x-7=360 | | 9x^2+46x-5=0 | | 15(y-4)-2(y-9)+(y+6)=0 | | -8x-2y=-40 | | 15x+12x-17+20+17x-7=360 | | m^2+2m-42=0 | | 6x(squared)-8x(squared)-5x= | | x^2-8x=5x | | a=(0.5x+6)*(0.5x+6) | | a=(0.25x+6)*(0.25x+6) | | 9+3=-2 | | 36x-64x-5x= | | 155(5x)=360 |