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70=1/2(170-x)
We move all terms to the left:
70-(1/2(170-x))=0
Domain of the equation: 2(170-x))!=0We add all the numbers together, and all the variables
x∈R
-(1/2(-1x+170))+70=0
We multiply all the terms by the denominator
-(1+70*2(-1x+170))=0
We calculate terms in parentheses: -(1+70*2(-1x+170)), so:
1+70*2(-1x+170)
determiningTheFunctionDomain 70*2(-1x+170)+1
Wy multiply elements
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We use the square of the difference formula
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Back to the equation:
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| 5=-2x–9 | | 9x+3^2x=54 | | 5.91+4.7f=-6.57+2.1f | | 3n=315 | | $x+2=3$ | | 23/79=w3;w= | | 2(n+5)-3=9 | | 28.2/33.9=28.4/x | | -3(7x+2)=-195 | | X-6x-15x-14=0 | | (n+9)(n+5)=0 | | -(7x+2)=-195 | | 1+9b=4b+8+6b | | 56x+10=40 | | 7+5x=-5x+57 | | 5—q=105 | | 3x+8+8×=28 | | -7.82+8.4v=-4.82+9v | | x/6=+3=18 | | 31=6x+6x-5 | | 6g-9=10+9+10g | | 8.17+2u=2.2u+9.07 | | 3(4a+5)=45 | | -7s+10=-10s-10-10 | | 6x+1+x=-41 | | 68=1/2(x-74) | | -7k+k+6=-9+9k | | 3x-7+4x=7x+2-9 | | 4-7y=-4-8y | | 9-6z=-z-6 | | 10b+2=5b-1 | | -1/4j=2-3/4+1/2j+3/2j |