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52x−3−2.52=52.352x-3-2.52=52.3

⇒52x−3=52.3+2.52⇒52x-3=52.3+2.52

⇒52x−3=52(3+2)⇒52x-3=52(3+2)

⇒52x−3=25.5⇒52x-3=25.5

⇒52x−3=125⇒52x-3=125

⇒52x−3=53⇒52x-3=53

⇒2x−3=3⇒2x-3=3

⇒2x=3+3=6⇒2x=3+3=6

⇒x=6:2⇒x=6:2

⇒x=3⇒x=3

30−[4(x−20)+15]=330-[4(x-20)+15]=3

⇒[4(x−20)+15]=27⇒[4(x-20)+15]=27

⇒[4(x−20)]=27−15⇒[4(x-20)]=27-15

⇒4(x−20)=12⇒4(x-20)=12

⇒x−20=12:4⇒x-20=12:4

⇒x−20=3⇒x-20=3

⇒x=3+20⇒x=3+20

⇒x=23⇒x=23

740:(x+10)=102−2.13740:(x+10)=102-2.13

⇒740:(x+10)=100−26⇒740:(x+10)=100-26

⇒740:(x+10)=74⇒740:(x+10)=74

⇒x+10=740:74⇒x+10=740:74

⇒x+10=10⇒x+10=10

⇒x=10−10⇒x=10-10

⇒x=0⇒x=0

48−3(x+5)=2448-3(x+5)=24

⇒3(x+5)=48−24⇒3(x+5)=48-24

⇒3(x+5)=24⇒3(x+5)=24

⇒x+5=24:3=8⇒x+5=24:3=8

⇒x=8−5⇒x=8-5

`=>x=3

2x+1−2x=322x+1−2x=32

⇒2x.(21−1)=32⇒2x.(21−1)=32

⇒2x.(2−1)=32⇒2x.(2−1)=32

⇒2x.1=32⇒2x.1=32

⇒2x=32⇒2x=32

⇒2x=25⇒2x=25

⇒x=5

52x−3−2.52=52.352x-3-2.52=52.3

⇒52x−3=52.3+2.52⇒52x-3=52.3+2.52

⇒52x−3=52(3+2)⇒52x-3=52(3+2)

⇒52x−3=25.5⇒52x-3=25.5

⇒52x−3=125⇒52x-3=125

⇒52x−3=53⇒52x-3=53

⇒2x−3=3⇒2x-3=3

⇒2x=3+3=6⇒2x=3+3=6

⇒x=6:2⇒x=6:2

⇒x=3⇒x=3

30−[4(x−20)+15]=330-[4(x-20)+15]=3

⇒[4(x−20)+15]=27⇒[4(x-20)+15]=27

⇒[4(x−20)]=27−15⇒[4(x-20)]=27-15

⇒4(x−20)=12⇒4(x-20)=12

⇒x−20=12:4⇒x-20=12:4

⇒x−20=3⇒x-20=3

⇒x=3+20⇒x=3+20

⇒x=23⇒x=23

740:(x+10)=102−2.13740:(x+10)=102-2.13

⇒740:(x+10)=100−26⇒740:(x+10)=100-26

⇒740:(x+10)=74⇒740:(x+10)=74

⇒x+10=740:74⇒x+10=740:74

⇒x+10=10⇒x+10=10

⇒x=10−10⇒x=10-10

⇒x=0⇒x=0

48−3(x+5)=2448-3(x+5)=24

⇒3(x+5)=48−24⇒3(x+5)=48-24

⇒3(x+5)=24⇒3(x+5)=24

⇒x+5=24:3=8⇒x+5=24:3=8

⇒x=8−5⇒x=8-5

`=>x=3

2x+1−2x=322x+1−2x=32

⇒2x.(21−1)=32⇒2x.(21−1)=32

⇒2x.(2−1)=32⇒2x.(2−1)=32

⇒2x.1=32⇒2x.1=32

⇒2x=32⇒2x=32

⇒2x=25⇒2x=25

⇒x=5