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24=6/7(p-13)
We move all terms to the left:
24-(6/7(p-13))=0
Domain of the equation: 7(p-13))!=0We multiply all the terms by the denominator
p∈R
-(6+24*7(p-13))=0
We calculate terms in parentheses: -(6+24*7(p-13)), so:
6+24*7(p-13)
determiningTheFunctionDomain 24*7(p-13)+6
Wy multiply elements
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Back to the equation:
-(168p(p+6)
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| f/5-24=-26 | | (-9x+1)+(-7x+8)=0 | | -1.1+w/7=-18.6 | | x+0.06x=6.66 | | -5x+7=-2x-8 | | 3(t+1=3(2t-3) | | x/4+4.2=-2.2 | | 12x-8=3x+16 | | 3p+21=15 | | 6n^2-3n-36=3n | | 2/5=y21/5 | | 2/3(w-9)=12 | | 25x2-150x=-225 | | 4x-x=x+4 | | 9x25x-6=0 | | 12-5x-8=3x+16 | | 7(n+3)=-7 | | -7+5b=-23 | | -x+5=-2x+1 | | 61/68+a=19/4a-11/7 | | 2x-2+x=9+3x+10 | | -2(3x-8)+2x=90 | | -2x-x=-2(x+3) | | 2(5×3x)=5x-2 | | X-5x+5x=9+1 | | 7d-2/6=3 | | -3(u+6)=20.4 | | -2x+4=2(x=2) | | 71-5x=9*13 | | 2(3x×5)=5x-2 | | {4}{5}x+2x=14 | | 3n-54=1n-16 |