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Simplifying pq = b Solving pq = b Solving for variable 'p'. Move all terms containing p to the left, all other terms to the right. Divide each side by 'q'. p = bq-1 Simplifying p = bq-1
| x*1.5+x=10 | | X^5-6x^3+5x= | | 2x(x-3)+3=x-2 | | 15.49+14.9y+6.6y=-18.17+19.7y | | 6(x+2)-3= | | xy-5=8 | | 22x^16/2x^4 | | B^2+13b-12= | | 6m+3y=-3 | | N+4n-12=0 | | -22=y+8 | | n=43+3 | | 18x^3-21x^2-9x= | | 2x+5x-7=0 | | x-x(3-x)=0 | | 9x^2=-3x-25 | | 7(7y-4)+5=49y-23 | | 5(2z-4)+6=-2(7-5z) | | F(x)=14-3x+6x^2 | | 15x^4-19x^2+6= | | -25=14 | | m-15=22 | | 3^3-2k1/27 | | 4x+45=8x+9 | | x-7.3=-5.9 | | (2x-1)(2x-4)=(x+2) | | s-14=-49 | | (2x-1)(2x-4)=x(x+2) | | 8=t+13 | | 2.24(4x-4)=-2+10x+12 | | 21=9-x | | -3x=45+4y |