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Simplifying 8y + 6 = 62 Reorder the terms: 6 + 8y = 62 Solving 6 + 8y = 62 Solving for variable 'y'. Move all terms containing y to the left, all other terms to the right. Add '-6' to each side of the equation. 6 + -6 + 8y = 62 + -6 Combine like terms: 6 + -6 = 0 0 + 8y = 62 + -6 8y = 62 + -6 Combine like terms: 62 + -6 = 56 8y = 56 Divide each side by '8'. y = 7 Simplifying y = 7
| (6a-7b)=(6a+7b) | | 3[5-10]+2[6-2]= | | 7w+8=4w+23 | | (r-9)(r+16)=0 | | cos(x)=-sin^2(x)-1 | | 5m-15=x(m*m-2xm+6x-9) | | [6+8]+[6+8]-[8-6]= | | a/-8=3 | | 3x^2+56x+16=0 | | 4m^2-11m=3 | | 3+6x(3+3)= | | 5z+2z=6z+6 | | 3t-t-6=t-4 | | x^2-10x-8y+49=0 | | 8+3x+5-200=7x-50 | | 2(x+6)=7x+9-5x+3 | | 2w-7w=-10 | | -5(x+1)-18=14+3 | | 7x+9=x-5 | | 4-8/7x9 | | 2xsquared=8 | | 3x/8-x=x/10-5/2 | | 0.03(4c-48)=-0.6(c-6) | | -3m+18-2(m-5)=9m-(5m-5)-6m+2 | | -24=x+5 | | 253/35 | | -2p-2(5-5p)=6(p-2)-12 | | =0.93 | | 100-9x=45 | | x+2x+4=25 | | 5+ln(x+4)=3 | | 3x(2)+6=100 |