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15=3/5(x+6)
We move all terms to the left:
15-(3/5(x+6))=0
Domain of the equation: 5(x+6))!=0We multiply all the terms by the denominator
x∈R
-(3+15*5(x+6))=0
We calculate terms in parentheses: -(3+15*5(x+6)), so:
3+15*5(x+6)
determiningTheFunctionDomain 15*5(x+6)+3
Wy multiply elements
75x(x+3
Back to the equation:
-(75x(x+3)
We calculate terms in parentheses: -(75x(x+3), so:
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| 3d-d+2d-4d+4d=8 | | 7(x+9)=9x=5 | | 55+19.5x=250 | | x/x2=361 | | 5x+2x+8=12 | | 4s+s-5s+4s-3s=10 | | 17u-17u+u=13 | | 9/2x+8-3/2x=26 | | 12m+5m+-16m+-14m=13 | | n+4+n=-6 | | |2-8x|=-8 | | X/9-y/4=1 | | 5x-7-x=12+3x-7 | | (4x+12)+x=180 | | 18w-15w-w-w+2w=9 | | 16n^2= | | 12b+2b-5b-6b=3 | | 12b+2b−5b−6b=3 | | z+4z=5 | | 10j+3j-12j=18 | | 7x+15=81 | | 18h-16h=8 | | 18=5-8a-3 | | 3h=-8-3h | | 4-2y=-12 | | 3h=-8-h | | 7=z/2+5 | | 3h=-h-10 | | b/3+-10=-7 | | 13-25x=37 | | 100=30w-2w^2 | | 9s+3=1=20 |