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=(2Z-45)/Z
We move all terms to the left:
-((2Z-45)/Z)=0
Domain of the equation: Z)!=0We multiply all the terms by the denominator
Z!=0/1
Z!=0
Z∈R
-((2Z-45)=0
We calculate terms in parentheses: -((2Z-45), so:
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| 10+10v=-10+7v-10 | | 26+15=27+n | | 4(d+7);d=2/ | | 11x-45=65 | | -8+p/1=0 | | -9+7v=9+5v | | X^3+9*x^2-19x+9=0 | | 8x=(-195) | | 4(2x)+12=(4x17)-8(x) | | -5x-2=-1.25x-7 | | 15+12x+12+3x+18=180 | | -f+2+4f=14-3f | | 5(-3x+10)=160 | | -6p/2=-11 | | 2=–6+s2 | | b+6/4=6 | | 6^6x=290 | | 6m-12=4m-2 | | 2/3p+3p=3/4 | | 4x-(2+1)=3 | | 2+6q-6=9-7q | | 7k+-4=-6k-69 | | 40x+7=60x+5 | | 2(x+4)+-1=15 | | 3(3x)=693 | | 5x=14=11 | | 9.4=8.8p | | -10-4b=-9b | | 36√4=3x | | 6+3c=-6+9c | | -3t/4=12 | | -8x-10=130 |