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60=1/4(590-k)
We move all terms to the left:
60-(1/4(590-k))=0
Domain of the equation: 4(590-k))!=0We add all the numbers together, and all the variables
k∈R
-(1/4(-1k+590))+60=0
We multiply all the terms by the denominator
-(1+60*4(-1k+590))=0
We calculate terms in parentheses: -(1+60*4(-1k+590)), so:
1+60*4(-1k+590)
determiningTheFunctionDomain 60*4(-1k+590)+1
Wy multiply elements
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We use the square of the difference formula
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Back to the equation:
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| t+96=4. | | 88=54+p | | 6(x-)+6=8x-6 | | 148164.4=10198+1474w | | 3-(y)/4=1/9 | | (w-5)/3=-10 | | 88=p-54 | | -9+5x=5x-3x+27 | | 2x-12=4x-4 | | 5a-3=12+10a | | 4x+6=5+5x | | 4(d-7)=525 | | 5y-0.6=4 | | y+5.1=6 | | 2(1x+1)=22 | | 3x-15=5-7x | | 5x+7x+4+4=56 | | -25x-17-18x=274 | | 5(x+6-3)=37 | | (8x+4)+4x=7x-16 | | 8-25x-17-18x=284 | | -x3+3x2+105x+1=0 | | 1.75+0.65m=10 | | 1.6=p*7 | | 40+30×=25+40x | | 1.25/12=x/32 | | 8x+20=-5 | | -6+6x=7x-8 | | s−4=1 | | 40+13+d-10=44.50 | | 3x-8=-2+4x | | 61/2+16=x2/3-4 |