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\(a,y\times2,8+5,2\times y=48\\ y\times\left(2,8+5,2\right)=48\\ y\times8=48\\ y=\dfrac{48}{8}=6\\ ---\\ b,y\times12,25-y+y\times2,75=1050\\ y\times\left(12,25-1+2,75\right)=1050\\ y\times14=1050\\ y=\dfrac{1050}{14}=75\)
a: \(y\cdot2,8+y\cdot5,2=48\)
=>\(y\left(2,8+5,2\right)=48\)
=>\(8y=48\)
=>\(y=\dfrac{48}{8}=6\)
b: \(y\cdot12,25-y+y\cdot2,75=1050\)
=>\(y\left(12,25-1+2,75\right)=1050\)
=>\(y\cdot14=1050\)
=>\(y=\dfrac{1050}{14}=75\)
\(4,6\times y+y+4,4\times y=2017\)
\(y\text{}\times\text{}\left(4,6+1+4,4\right)=2017\)
\(y\text{ }\times10=2017\)
\(y\text{ }=2017:10=201,7\)
`y xx 3,2 + 6,8 xx y = 68,84 + 4,6`
`y xx ( 3,2 + 6,8 ) = 73,44`
`y xx 10 = 73,44`
`y = 73,44 : 10`
`y = 7,344`
y x (3,2 + 6,8) = 73,44
y x 10 = 73,44
y = 73,44 : 10
y = 7,344
4,6 x y + 6,4 x y = 0,32
=>y x (4,6 + 6,4 )= 0,32
=>y x 11=0.32
=>y=0.32:11
=>y=8/275
\(A=0,36.350+0,9.45.4+3.20.12\)
\(A=0,36.350+0,36.45+3,6.20\)
\(A=0,36.350+0,36.45+0,36.10.20\)
\(=0,36.\left(350+45+20.10\right)\)
\(A=0,36.595\)
\(A=214,2\)
\(b.12,8.3,2-y:4,6=35,06\)
\(40,96-y:4,6=35,06\)
\(y:4,6=40,96-35,06\)
\(y:4,6=5,9\)
\(y=5,9.4,6\)
\(y=27,14\)
4,6 x y + y + 4,4 x y = 2017
4,6 x y + y x 1 + 4,4 x y = 2017
( 4,6 + 1 + 4,4 ) x y = 2017
10 x y = 2017
y = 2017 : 10
y = 201,7
4,6 x y +y +4,4 x y =2017
(4,6 + 4,4 ) x y + y = 2017
9 x y + 1 x y = 2017
(9 + 1 ) x y =2017
10 x y = 2017
y = 2017 : 10
y = 201,7
\(y\times4,9+y\div10=1,2\)
\(y\times4,9+y\times\dfrac{1}{10}=1,2\)
\(y\times4,9+y\times0,1=1,2\)
\(y\times\left(4,9+0,1\right)=1,2\)
\(y\times5=1,2\)
\(y=1,2\div5\)
\(y=0,24\)
y x 1,2 + y x 4,6 + y x 5,2 = 18
y x ( 1,2 + 4,6 + 5,2 ) = 18
y x 11 = 18
y = 18 : 11
y = \(\dfrac{18}{11}\)
Y x 1,2 + Y x 4,6 + Y x 5,2 = 18
Y x (1,2 + 4,6 + 5,2) = 18
Y x 11 = 18
Y = 18 : 11
Y = \(\dfrac{18}{11}\)