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((x+7)/8)+4=4
We move all terms to the left:
((x+7)/8)+4-(4)=0
We add all the numbers together, and all the variables
((x+7)/8)=0
We multiply all the terms by the denominator
((x+7)=0
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| 4t+6=25 | | 6h-42=7 | | 5x÷3=-1÷3 | | 5x÷3=1÷3 | | 15=29x | | 13y^-8y-78=0 | | 4x+5/7=3/7 | | b*5=40 | | 6=m=1 | | -2(5y+4)+3(3y-2)=5 | | 4=17−5y | | 2x/3x+1=3 | | 9.8=2p+1.6 | | 0,3/100=2/x | | 10.8+5x=7x+5 | | 180=8x-168 | | 6x-14=7x-5 | | -3(5x)+9=2(5x)-6 | | 15=3(x-3 | | -3(5x)+9=2(5)-6 | | -2(4z+6)=3(-2z+4) | | 11x+5=59 | | 4(2x+4)=43 | | (b+15=23 | | 5x+76=10x-14 | | 2(x+8)+3(4x+2)=8 | | 1x*0.05=120000 | | 45+20=60+k | | 9x+6x=4+x | | 6a+7=55a | | 5x-3=12x-37 | | 4=22+6x |