a) \(y\times27+y\times30+y\times43=210500\)

\(y\times\left(27+30+43\right)=210500\)

\(y\times100=210500\)

\(y=210500\div100\)

\(y=2105\)

b) \(15\times y+85\times y=300\)

\(y\times\left(15+85\right)=300\)

\(y\times100=300\)

\(y=300\div100\)

\(y=3\)

\(a,y\times27+y\times30+y\times43=210500\)

\(\Rightarrow y\times\left(27+30+43\right)=210500\)

\(\Rightarrow y\times100=210500\)

\(\Rightarrow y=210500:100=2105\)

\(b,15\times y+85\times y=300\)

\(\Rightarrow y\times\left(15+85\right)=300\)

\(\Rightarrow y\times100=300\)

\(\Rightarrow y=300:100=3\)

a) y x 27 + y x 30 + y x 43 = 210500

y x ( 27+30+43 ) = 210500

y x 100 = 210500

y = 210500 : 100

y = 2150

b) 15 x y + 85 x y = 300

y x ( 15+85)=300

y x 100 =300

y = 300 : 100

y = 3

a, (85 + 15) x y = 4000                            c,

     100        x y = 4000

                     y = 4000 : 10 

                     y = 40

b; 18 + y + y + y = 48 x 25

 18 + (y + y + y) = 1200

  18 + 3y = 1200

        3y = 1200 - 18

        3y =  1182

          y =  1182 : 3 

         y =  394

c; 64 x y - y x 13  - y = 43

   y x (64 - 13 - 1) = 43

   y x (51 - 1) = 43

   y x 50 = 43

   y = \(\dfrac{43}{50}\) 

\(y\times27+y\times30+y\times43=210500\\ \Rightarrow y\times\left(27+30+43\right)=210500\\ \Rightarrow y\times100=210500\\ \Rightarrow y=210500:100\\ \Rightarrow y=2105\)

\(a,y\times27+y\times30+y\times44-y=10500\\\Rightarrow y\times\left(27+30+44-1\right)=10500\\ \Rightarrow y\times100=10500\\ \Rightarrow y=10500:100\\ \Rightarrow y=105\\ b,y\times285+115\times y=400\\ \Rightarrow y\times\left(285+115\right)=40\\ \Rightarrow y\times400=400\\ y=400:400\\ \Rightarrow y=1\)

\(a,\Rightarrow y\times\left(27+30+44-1\right)=10500\\ \Rightarrow y\times100=10500\\ \Rightarrow y=105\\ b,\Rightarrow y\times\left(285+115\right)=400\\ \Rightarrow y\times400=400\\ \Rightarrow y=1\)