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3=5/2(c-8)
We move all terms to the left:
3-(5/2(c-8))=0
Domain of the equation: 2(c-8))!=0We multiply all the terms by the denominator
c∈R
-(5+3*2(c-8))=0
We calculate terms in parentheses: -(5+3*2(c-8)), so:
5+3*2(c-8)
determiningTheFunctionDomain 3*2(c-8)+5
Wy multiply elements
6c(c+5
Back to the equation:
-(6c(c+5)
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| -17.9y+0.39=-6.87-18.5y | | 1/3(3x+6)=0 | | 5/3x-6=-4 | | 15z-19=20+11z+z | | −21y2−25y+(−2−7y)(−3−3y)+1=0 | | -2.4=1.2x+3.6 | | 3x^2-5x+6x=0 | | x(0.10)=12 | | 3z-3+18z=20z-18 | | x(0.10)=1.2 | | 6(m-2)=126 | | 5^((x-1)/3)=42.75 | | 60=0.5(4x)(3x+9) | | −89 =v−21 | | 4(5+5x)-2=-142 | | 42=12/x | | A^2-b^2=32 | | 180=(x)+(3x-12) | | -3.8-13.4q=-460.606 | | (x-5)(x-7)=35 | | -97=-3(-5+7x)-7x | | (7+9)x=2x+1 | | 6(3+3x)+8x=-138 | | 4x+3x=12+x | | 6y-10=-16 | | 3z/7+1=0 | | -30+x^2=42 | | 1,35x+1,8x+x=1909 | | 6n^2+8=0 | | 8x-2x=15/2 | | 180=(2x+9)+(3x+1) | | 1m-5-6m=0 |