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0=(x-32)/1.8
We move all terms to the left:
0-((x-32)/1.8)=0
We add all the numbers together, and all the variables
-((x-32)/1.8)=0
We multiply all the terms by the denominator
-((x-32)=0
We calculate terms in parentheses: -((x-32), so:
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We calculate terms in parentheses: -((x-32), so:
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| 9(x−3)=63 | | 4z/7+3=9 | | 18x–4+2x=7x+x+12 | | 9x-58=7x-20 | | 6x+1=21x+13 | | 13x+79+7x+41=180 | | 14x-42+7x-9=180 | | 3x-1+3x-1+2x+3+2x+3=39 | | 5.5(x-3)=11 | | 22(x-3)=11 | | x*x-5x+5=x*x-3 | | 2(4x+5)=58 | | x*x*x+x*x-144X-468=0 | | X+2+x-6+x=50 | | 5^x+3×5^x-2=140 | | X^2-2x+1.07=0 | | X^3+x^2-144x-468=0 | | 2x+5=-5x+4 | | 15x+7=4x+117 | | 16k2+8k+1=0 | | 7x+3x-10x-2=5 | | 7t+3/8=3 | | X(x2-1)+x(x+1)=0 | | X3+x2-0x=0 | | 8x-36*6=3 | | Q-45+5p=0 | | 9x+33-(45-15x)=8+(7-3x) | | -9+33-(45-15x)=8+(7-3x | | 11-3x=12+6x | | 8(2d+5)-3(8d-9)=-21# | | 5x+1(x+3)=6x-3 | | -2-3x=5-4x-9 |