nuccioreggie
  • nuccioreggie
Two lines, E and F, are represented by the equations given below. Line E: 5x + 5y = 40 Line F: x + y = 8 Which statement is true about the solution to the set of equations? It is (40, 8). It is (8, 40). There is no solution. There are infinitely many solutions.
Mathematics
  • Stacey Warren - Expert brainly.com
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SOLVED
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jamiebookeater
  • jamiebookeater
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whovianchick
  • whovianchick
yooooooo wassup
whovianchick
  • whovianchick
im here XD
nuccioreggie
  • nuccioreggie
wassup lol

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nuccioreggie
  • nuccioreggie
thanks lol this is math are you good with math
whovianchick
  • whovianchick
Um yeah I was the person who helped you all Friday or something with your 9 questions
nuccioreggie
  • nuccioreggie
i know who you are i gave you all those medals lol
whovianchick
  • whovianchick
x+y=8 -x -x y= 8-x I set this as y equals so that I can plug it into the other equation 5x+5y=40 5x+5(8-x)=40 We've established that y= 8-x, so you can put 8-x in place of y 5x+40-5x=40 Distribute 0x+40=40 Combine like terms 40=40 There are infinite solutions. These lines are the exact same line. Watch this x+y=8 5(x) + 5(y) = 5(8) 5x+5y=40 See?
nuccioreggie
  • nuccioreggie
so its C
whovianchick
  • whovianchick
The reason they have infinite solutions is because they intersect, or touch in a million places.
whovianchick
  • whovianchick
no it's D
whovianchick
  • whovianchick
There are infinite solutions
whovianchick
  • whovianchick
|dw:1450114690353:dw|
whovianchick
  • whovianchick
Since they're the same line, they have infinitely many intersections, or solutions
whovianchick
  • whovianchick
|dw:1450114745622:dw|

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