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6=-2/5(p-5)
We move all terms to the left:
6-(-2/5(p-5))=0
Domain of the equation: 5(p-5))!=0We multiply all the terms by the denominator
p∈R
-(-2+6*5(p-5))=0
We calculate terms in parentheses: -(-2+6*5(p-5)), so:
-2+6*5(p-5)
determiningTheFunctionDomain 6*5(p-5)-2
Wy multiply elements
30p(p-2
Back to the equation:
-(30p(p-2)
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| 12–8d=25–9d | | x^2+11x+-3x=180 | | 3(5g)=30 | | 51=13+2d | | x^2+3x+-3x=180 | | 18=y/4-12 | | -2(s–11)+17=23 | | p=7.9-3.4 | | 8b+7b+5=7b+8b+9-4 | | 3.1z-5.5=0.7 | | 436x2+4=436 | | -264+3x=-17x+136 | | 11(x+10)=-(-2x-10) | | 42/24p-4/24=68/24+18/24p | | 29=x/2=3 | | (5x-1)=(3x+4) | | 7x=8=50 | | 3p(p+3)+9p=6 | | 7/4p-1/6=17/6+3/4p | | -31=9=8x | | x^2-58*x+99=0 | | 3n+5=n+19 | | 15c+8+3=2(7c+2) | | -10x-245=96+x | | 4s-s=30 | | 2.9=4.4-0.5x | | 1n+12=3n+2 | | -9k+-4k−-k+4k=8 | | 115=2x+7x+7 | | 0=-4-y | | 1/4f=-5 | | Y=((T+6)/x) |