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Simplifying bx = ax + c Solving bx = ax + c Solving for variable 'b'. Move all terms containing b to the left, all other terms to the right. Divide each side by 'x'. b = a + cx-1 Simplifying b = a + cx-1
| tan(2B+10)=cot(4B-10) | | 4x+10=23x | | 13-4x=4x+5-6x | | -2=-5x-5+6x | | 3u=-34-2u | | b^2+6b(0.5)=36 | | 30(2/15) | | 30•2/15 | | 24=6b-4 | | 13=6(x-7)+8 | | 6x+7=2x-37 | | 7b+4a-3a-5b= | | 1.1666x=140 | | 37=5+8x | | 3512/4= | | 11x+3=2x-5 | | X*(2X+5)=25 | | x^3+8x^2-3x-2266=0 | | 4x=3512 | | 1=5(3)+b | | 13x-3y=34 | | 5x^2=2.2x^2+5.88x+3.168 | | 64*3.14= | | 8/6=5/9 | | 3=-1x+1y | | p(5)=1.8 | | n/32=512 | | a^17/4a^9 | | 360=x(x+2) | | 65=2+7x | | 40-2.5x=3 | | 3(p+7)=2(p-3)+p+27 |