(x - 35) - 120 = 0
<=> x-35-120=0
<=> x=155
124 + (118 - x) = 217
<=> 242-x=217
<=> x=25
156 - (x + 61) = 82
<=> 156-x-61=82
<=> 95-x=82
<=> x=13
a, (x - 35) - 120 = 0
=> x - 35 = 0 + 120
=> x - 35 = 120
=> x = 120 + 35
=> x = 155
b, 124 + (118 - x) = 217
=> 118 - x = 217 - 124
=> 118 - x = 93
=> x = 118 - 93
=> x = 25
c, 156 - (x + 61) = 82
=> x + 61 = 156 - 82
=> x + 61 = 74
=> x = 74 - 61
=> x = 13
~Study well~
#SJ
a, \(\left(x-35\right)-120=0\)
\(x-35=120\)
\(x=155\)
b, \(124+\left(118-x\right)=217\)
\(118-x=93\)
\(x=25\)
c, \(156-\left(x+61\right)=82\)
\(x+61=74\)
\(x=13\)
(x - 35) - 120 = 0
=> x - 35 = 120
=> x = 120 + 35
=> x = 155
124 + (118 - x) = 217
=> 118 - x = 217 - 124
=> 118 - x = 93
=> x = 118 - 93 = 25
156 - (x + 61) = 82
=> x + 61 = 156 - 82
=> x + 61 = 74
=> x = 74 - 61 = 13
\(c,\)\(156-\left(x+61\right)=82\)
\(\Rightarrow156-x-61=82\)
\(\Rightarrow156-61-82=x\)
\(\Rightarrow x=13\)