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76=1/2(x-30)
We move all terms to the left:
76-(1/2(x-30))=0
Domain of the equation: 2(x-30))!=0We multiply all the terms by the denominator
x∈R
-(1+76*2(x-30))=0
We calculate terms in parentheses: -(1+76*2(x-30)), so:
1+76*2(x-30)
determiningTheFunctionDomain 76*2(x-30)+1
Wy multiply elements
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Back to the equation:
-(152x(x+1)
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| 17-4a=6a+17 | | 6b-1=3b+5 | | -4.7y=16.45 | | (x+3)/(3x–4)=2/3 | | 1/4s=2 | | -3z-1=+22z-1 | | 14u-7u=21 | | -a-18=4a-33 | | 3+-2j=-3 | | 60-2x=0 | | 5(1x+6)+24=9 | | 8x-8-2x=-x+-50 | | 5d+9=44 | | 4(2x-4x)+2x-24=0 | | p–18=-29 | | 1=k3− 3 | | (y+7)^2+y^2=85 | | (x+13)(5x+30)=0 | | 5(4y)-y=60 | | 2p=8.6 | | 3(2x+1x)-11=7 | | 3y−6=12 | | 5x^2+7=67 | | 4x-8(x+1)=16 | | 7(1+4b)= | | 20=4p+8 | | 8/(x+4)=6/(x-4) | | 7=-w2+6 | | 7r+1=78 | | 10+2b=8b-2 | | m-4=-19 | | 10+2b=8b-2b=2 |