`3/7 + (-5/2) + (-3/5)`
`=3/7 - 5/2 - 3/5`
`=30/70 - 175/70 - 52/70`
`=(30-175-52)/70`
`=-197/70`
_____________________________________
`4/5 - (-2/7) -7/10`
`=4/5 + 2/7 -7/10`
`=56/70 + 20/70 - 49/70`
`=(56+20-49)/70`
`=-13/70`
________________________________
`3/8 . 19 1/3 - 3/8 -33 1/3`
`= 3/8 . 58/3 - 3/8 . 100/3`
`=3/8 . (58/3 - 100/3)`
`=3/8 . (-42)/3`
`=3/8 . (-14)`
`=-21/4`
_________________________________
`(-2/3)^3 .`\(\sqrt{81}+\dfrac{4}{3}\)
`=-8/27 . 9 + 4/3`
`=-8/3 + 4/3`
`=(-8+4)/3`
`=-4/3`
________________________________
\(\dfrac{4}{5}.\left(\dfrac{7}{2}+\dfrac{1}{4}\right)^2\)
`=4/5 . ( 14/4 + 1/4)^2`
`=4/5 . ((14+1)/4)62`
`=4/5 . (15/4)62`
`=4/5 . 225/16`
`=45/4`
__________________________________
\(\dfrac{15}{34}+\dfrac{7}{21}+\dfrac{19}{34}-\dfrac{20}{15}+\dfrac{3}{7}\)
`=15/34 + 1/3 + 19/34 -4/3 + 3/7`
`=(15/34 + 19/34) + (1/4-4/3)+3/7`
`=34/34 + (-3/3) + 3/7`
`=1+(-1)+3/7`
`=0+3/7`
`=3/7`
__________________________________
\(\left|-\dfrac{5}{2}\right|+3^5:3^2\)
\(=\left|-\dfrac{5}{2}\right|+3^{5-2}\)
\(=\left|-\dfrac{5}{2}\right|+3^3\)
\(=\left|-\dfrac{5}{2}\right|+27\)
`=5/2 + 27`
`=59/2`
___________________________________
\(12,5:\left(-\dfrac{7}{5}\right)+1,5:\left(-\dfrac{7}{5}\right)\)
`=12,5 xx (-5/7) + 1,5 xx (-5/7)`
`=(-5/7) xx (12,5 + 1,5)`
`=(-5)/7 xx 14`
`=-10`
`x + 1/2 = 2^5 : 2^3`
`x+1/2=`\(2^{5-3}\)
`x+1/2=2^2`
`x+1/2=4`
`x=4-1/2`
`x=8/2-1/2`
`x=7/2`
________________________________
`x/2 = 3/4`
`x = 3/4 xx 2`
`x=6/4`
`x=3/2`
___________________
`56-4x=100`
`4x=56-100`
`4x=-44`
`x=-44:4`
`x=-11`
________________________________
`1/3x : 2/3 = 1 3/4 : 2/5`
`1/3 x : 2/3 = 7/4 : 2/5`
`1/3 x : 2/3 =7/4 xx 5/2`
`1/3 x : 2/3 = 35/8`
`1/3 x = 5/8 xx 2/3`
`1/3 x = 35/12`
`x=35/12:1/3`
`x=35/12 xx 3`
`x=35/4`
__________________________________
\(\left(-\dfrac{2}{3}\right)^2.x=\left(-\dfrac{2}{3}\right)^5\)
`x =(-2/3)^5 : (-2/3)^2`
\(x=\left(-\dfrac{2}{3}\right)^{5-2}\)
`x=(-2/3)^3`
______________________________
`x/2 = 8/x`
`x.x=2.8`
`x.x=16`
`x^2=16`
\(x=\left(\pm4\right)^2\)
___________________________
`|x+5|-6=9`
`|x+5|=9+6`
`|x+5|=15`
`@TH1:`
`x+5=15`
`x=15-5`
`x=20`
`@TH2:`
`x+5=-15`
`x=-15-5`
`x=-20`
_________________________________
\(2^x+2^{x+3}=144\)
\(2^x.\left(1+2^3\right)=144\)
2^x.9=144`
`2^x = 144 :9`
`2^x = 16`
`2^x =2^4`
`=> x = 4`



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