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y/7+5=10
We move all terms to the left:
y/7+5-(10)=0
We add all the numbers together, and all the variables
y/7-5=0
We multiply all the terms by the denominator
y-5*7=0
We add all the numbers together, and all the variables
y-35=0
We move all terms containing y to the left, all other terms to the right
y=35
| a^-(0,15)=30,07 | | 9+4y=25 | | 4=8.8/x | | 16/5=4x | | 4n-40=7(-2+2 | | x^2+(4x)^2=68 | | (5+3x2÷6−4)x(4÷2−3+6)÷(7−8÷2−2)2=(5+3x2÷6−4)x(4÷2−3+6)÷(7−8÷2−2)2= | | 7(9x+7)-2(x-x-2)=36 | | 9x+7/2-(x-x-2/7)=36 | | 5=2x=2x=6 | | 3x=6=51 | | a*3+5=13 | | A^x-3=455 | | 1/5x+1=2/3x-4/3 | | 2/3x+5/6x=1/2 | | X/4+3x/2=6 | | 10+3y/4=13 | | f(4)=1/3 | | 50.75r+57.95r=6,000 | | 3/2x+1/3=1/4x-1/6 | | $=x-3x/25 | | 200+3m=7m | | 4x.8=3x-9 | | -15-13=8y+13 | | x-3x/25=22x | | (9x/16)^2+x^2=139^2 | | (9x/16)^2+x^2=140^2 | | x+5/100*x=252 | | x+5/100x=252 | | x+45=2x+17 | | 1/2k+13=9 | | 7•x-15=34 |