Đáp án:
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Giải thích các bước giải:
$a)32-[7.(x-3)]=0_{}$
⇔$32-(7x-21)=0_{}$
⇔$32-7x+21=0_{}$
⇔ $53-7x=0_{}$
⇔$7x=53_{}$
⇔$x=\frac{53}{7}$
$b)[(2x+32)-117].2=6.3=18_{}$
⇔$2x+32-117=9_{}$
⇔$2x=9+117-32=94_{}$
⇔$x=94:2=47_{}$
$c)[(x+5)-11].2^2=2^3_{}$
⇔$[(x+5)-11]=2^3:2^2=2_{}$
⇔$x+5-11=2_{}$
⇔$x=8_{}$
$d)[(2x+51)-97].3=8_{}$
⇔$(2x+51)-97=_{}$ $\frac{8}{3}$
⇔$2x-46=_{}$ $\frac{8}{3}$
⇔$2x=_{}$ $\frac{8}{3}+46=$ $\frac{146}{3}$
⇔$x=_{}$ $\frac{146}{3}:2=$$\frac{146}{3}.$ $\frac{1}{2}=$ $\frac{146}{6}=$ $\frac{73}{3}$