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-d/5=7d=
We move all terms to the left:
-d/5-(7d)=0
We add all the numbers together, and all the variables
-7d-d/5=0
We multiply all the terms by the denominator
-7d*5-d=0
We add all the numbers together, and all the variables
-1d-7d*5=0
Wy multiply elements
-1d-35d=0
We add all the numbers together, and all the variables
-36d=0
d=0/-36
d=0
| x2-46x+180=0 | | x+40+x-25=90 | | N+12=n-7 | | 3/n=6/16 | | 5(p-5)=5p-10 | | 11(s+4)=5(s-12)+56 | | -4(1+4k)-2(-6k+2)=-32 | | -5(3t+11)=50 | | 66+4t+12t-14=180 | | 0.3a=6 | | 2x+2x-8+x+3=180 | | 15b-60=120 | | -0.5z=-20 | | -56=-2(-4-5a)+6(a+8) | | 2x^2+6=x^2+106 | | 7+6b=–3b−2 | | 5b-10+11b+4b-10=180 | | 5v+6=8+5v | | 12x(x-2)+3x=1/3(x+12)+10x | | 11b+73+20b+14=180 | | 14*y=21*10 | | P(x)=5x9 | | 8t+7=7+t | | -4(7n-7)=140 | | -9=h+49 | | 55+2v+3v=180 | | 3y+y+21+y+39=180 | | 60+29t+11t=180 | | 6*14=21*x | | t+22+40+65=180 | | 21*y=14*10 | | 105+45+5z=180 |