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7y+5=19(y=2)
We move all terms to the left:
7y+5-(19(y)=0
| 3x+4=109 | | 4(x-2)+x=6x-10 | | 13x=3x2+4 | | 6(x-12)=2(3x-36) | | 6x–5=1 | | -7n=35 | | 3-2(9+2m)=4m | | x–16=25 | | 4.9t^2+9t-500=0 | | 9x+1+5x-3=180 | | 16.93+9x=17.02 | | 3^2+30=r^2 | | 23=-5+3(z-7) | | 3^2+(-30)=r^2 | | -1.9f=96.95 | | -7(5f+9)=33+8f | | 4(u-7)-6u=-12 | | 10^2*3^2=s^2 | | 48=-1.9f-(-48.95) | | 4.9t^2+3t-950=0 | | 32 x2−21 x−43 =0 | | -8x+19x=25+8 | | -28=2u-48 | | 18^2+18^2=x^2 | | 2u3u=45 | | 7/4=n/2 | | 30/0.5=y/0.52 | | 35=5x-8 | | x-0.15x=66 | | (10x-2)=7x | | 84=6x-6 | | 1/6x-19=1/2 |