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(3(x+7)/2=9
We move all terms to the left:
(3(x+7)/2-(9)=0
We multiply all the terms by the denominator
(3(x+7)=0
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| 3/5x-8=-x | | 8(x+1)-(5x-9)=6 | | 2x+28+5=x+22 | | 7/105=15/n | | 9/216=24/n | | (x+(x+10)*2=80 | | (x+10)*2=80 | | -3{4(x-2)+3}=10(9-x)-2x | | (x+6+10)+(x+10)=50 | | 9z+10-6z=1+2z+7 | | 7x^2-225=0 | | x^2+500x-25000=0 | | 6y-3+10-3y=2y-5+4y | | −9(x−63)=x+49 | | 2(5x+7)-12=30 | | (x+2)2+2(x-1)=(x-4)(x-1) | | 2^x.5=37 | | 2x.5=37 | | 4x²=8x-9 | | 14-24=-3x+6+4× | | 2/3x-8=30 | | -x/4=x/5 | | (2x^2)-2x+122=0 | | 4x²+8-9=0 | | -3x+6+4×=14-24 | | 14x-12-x-4=96 | | 6z=3z-10+2z | | +x^2-14x+3=0 | | x=9*3 | | 4x2+8x-9=0 | | A^3+5=A/316a^2 | | 3x/10=7x/8 |