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Simplifying pn = ax + -1r Solving np = ax + -1r Solving for variable 'n'. Move all terms containing n to the left, all other terms to the right. Divide each side by 'p'. n = ap-1x + -1p-1r Simplifying n = ap-1x + -1p-1r
| 1/3x+9=27 | | .2x-7=.4x+13 | | 9=-d+7 | | 5.4+1.6x=4(6.4x+3.6) | | -3[2-5(1-3x)]-x=4(x-4) | | 2(x-3)=5x-24 | | -2(4-9p)=14+17p | | 3x-400=163 | | 22.4+0.8a=4.8a-4(3a-3.1) | | a(x+c)=2ax+d | | x+8/x=9 | | 29/49*21/44*8/39 | | 7x-3x=9 | | 2x+4-5x+3=17 | | -16t^2+14t+350=0 | | abc+dce=dabc | | 2(7x-3)+2(x)=138 | | 11-3x+16=x-5 | | 0.5c+10=75 | | 3-3x-4y=2 | | x^7(x+4)+9(x+4)= | | 50%/100,000,000=x | | 50%/100,000,000= | | 2.2v-8.6=-5.3 | | -1-7x-42+x=36 | | 5x+18-x=4x+16 | | 5gh=h | | -0.312= | | (1/5)(8y-2)+(1/10)(4y+11) | | 21.6-(-8.3)+(-47.9)= | | 32-6x=17+9x | | 5y+12=24 |