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45=1/6(18-12k)+4
We move all terms to the left:
45-(1/6(18-12k)+4)=0
Domain of the equation: 6(18-12k)+4)!=0We add all the numbers together, and all the variables
k∈R
-(1/6(-12k+18)+4)+45=0
We multiply all the terms by the denominator
-(1+45*6(-12k+18)+4)=0
We calculate terms in parentheses: -(1+45*6(-12k+18)+4), so:
1+45*6(-12k+18)+4
determiningTheFunctionDomain 45*6(-12k+18)+1+4
We add all the numbers together, and all the variables
45*6(-12k+18)+5
Wy multiply elements
270k(-+5
We use the square of the difference formula
270k(-5
Back to the equation:
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We calculate terms in parentheses: -(270k(-5), so:
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| 13x41=2x+25 | | -3k+4=-2+6k | | 24.99+.13x=x | | 7(5-4p)-4=199 | | 4r+2=1+3r | | 160+.16x=240 | | X+0=-4x+39 | | G(-2)=2x^2+10 | | (y+7)+(44)=3y-9 | | 300=40*x+300+0.5*x^2-80*x | | -30+2x=35+7x | | x^2+3x-18=-x^2+2x-6 | | -3x-16=5-6x | | 1-8x=-15-6x | | 6(w+5)=-7w-9 | | 15=y+6y | | 45b=27b-54 | | —16+8m=-m-7(-6+7m) | | 136+187+x=3*170 | | -3n-4=2-n | | 136+187x=3*170 | | 300=40x+300+0.5x^2-80x | | 6m-14-17m-14m+-7m=12 | | 3x^-7=21 | | 135+180+x=3*170 | | -1-7x=2x+17 | | -6(4x+12)+9x=35 | | 9+14m=-5 | | y2+4=6 | | 8x-18=58+6x= | | 35p=40 | | 3/2(2x=6)=3x+9 |