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Simplifying m(z + 3) + -1m(z) * usingm(z) = z2 Reorder the terms: m(3 + z) + -1m(z) * usingm(z) = z2 (3 * m + z * m) + -1m(z) * usingm(z) = z2 (3m + mz) + -1m(z) * usingm(z) = z2 Multiply m * z 3m + mz + -1mz * gimnsu * z = z2 Multiply mz * gimnsu 3m + mz + -1gim2nsuz * z = z2 Multiply gim2nsuz * z 3m + mz + -1gim2nsuz2 = z2 Reorder the terms: -1gim2nsuz2 + 3m + mz = z2 Solving -1gim2nsuz2 + 3m + mz = z2 Solving for variable 'g'. Move all terms containing g to the left, all other terms to the right. Add '-3m' to each side of the equation. -1gim2nsuz2 + 3m + -3m + mz = -3m + z2 Combine like terms: 3m + -3m = 0 -1gim2nsuz2 + 0 + mz = -3m + z2 -1gim2nsuz2 + mz = -3m + z2 Add '-1mz' to each side of the equation. -1gim2nsuz2 + mz + -1mz = -3m + -1mz + z2 Combine like terms: mz + -1mz = 0 -1gim2nsuz2 + 0 = -3m + -1mz + z2 -1gim2nsuz2 = -3m + -1mz + z2 Divide each side by '-1im2nsuz2'. g = 3i-1m-1n-1s-1u-1z-2 + i-1m-1n-1s-1u-1z-1 + -1i-1m-2n-1s-1u-1 Simplifying g = 3i-1m-1n-1s-1u-1z-2 + i-1m-1n-1s-1u-1z-1 + -1i-1m-2n-1s-1u-1 Reorder the terms: g = -1i-1m-2n-1s-1u-1 + 3i-1m-1n-1s-1u-1z-2 + i-1m-1n-1s-1u-1z-1
| 5x-38+4x=3-4x+11 | | 2(15+2x)+2(17+2x)=80 | | 1000-200p= | | 16x-5(3x-2)=12 | | q=1000-200 | | 6x+14=-52 | | 2(10+2x)+2(15+2x)=66 | | 1.50m+2.50= | | 4x^2=16x-20 | | sin(x)*cos(2x)*sin(3x)=0 | | x^2+y^2-12x-12y+33=0 | | 7+(6*52+3)= | | 7(x-14)=315 | | 7(b-7)= | | M+0.711A=206.6 | | 7(a-7)= | | tg(x)=tg(5x) | | U=7(3.14) | | 2/8-5= | | 215=5(x-50)+40 | | U=7(1.34) | | 4b(b-1)-2b(b-6)= | | -1(-m)=-1(-39) | | .3c=3 | | -4s+6t=10 | | -3x+8y=-8 | | (10+2x)(15+2x)=y | | 8x^2-6=1 | | 16-16-m=16-55 | | 7+35x=21+15 | | 7(3y+2)-8= | | -17d-18d+-3d+-18=12 |