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w/3+(-5)=2
We move all terms to the left:
w/3+(-5)-(2)=0
determiningTheFunctionDomain w/3-2+(-5)=0
We add all the numbers together, and all the variables
w/3-7=0
We multiply all the terms by the denominator
w-7*3=0
We add all the numbers together, and all the variables
w-21=0
We move all terms containing w to the left, all other terms to the right
w=21
| 6x^{^33}=333333 | | 1+8k=121 | | 6=-5-3x-4 | | -4(x-2)=4x-12 | | –42=–7(z+7) | | 9-5m=59 | | 0.40x+0.20(x+20)=0.40(20) | | -5y+16=51 | | -4x+24.6=18.2 | | -4.5=1.5–x | | 4 5y=30y= | | -7x-5(-7+8x)=129 | | v+10=7 | | 2|x-3|/5=6 | | 7-1-19x=11x+23 | | 10v-5=115 | | H(4)=h(20) | | 7(5y-6)+2(4y+3)=0 | | 16+b=96 | | x+15/5=-8 | | -1-19x=11x+23 | | –2x+20=44 | | h/29=3 | | 24=-4(x-5) | | 4k^2-4=44 | | (x+1)^12=1.02 | | H(8)=h(24) | | (x1)^12=1.02 | | 0.4x+4.18=5.78 | | x^2−24x+14=0 | | -4+5r=96 | | Z+24=9z |