Solve the following systems of equations. To unlock puzzle three find the product of each solution (ordered pair-x and y value) and then find the mean of all five products. (3х + у %3D 4 (2x-y 6 1) 2) 2x + y = -3 (3x+ 2y = -8 %3D 57x -4y = -7 5x + y = 22 3) S-x+9y = -5 lx-5y = 1 4) x - y = -4 -2x + 3y = 6 Code: 5)

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Project-Systems of
+
POLSCHpcTWN4f9aUG6MIJssmBhjLVIEPOVIRh5sGhWwxB5XklS4g/formResponse
Solve the following systems of equations. To unlock puzzle three
find the product of each solution (ordered pair-
and y value)
and then find the mean of all five products.
S3x +y = 4
12x -y = 6
1)
S 2x + y = -3
(3x+2y = -8
2)
(7x - 4y = -7
5x + y = 22
3)
S-x+9y = -5
х - 5у %3D1
4)
x - y = -4
-2x + 3y = 6
Code:
5)
acer
Transcribed Image Text:Project-Systems of + POLSCHpcTWN4f9aUG6MIJssmBhjLVIEPOVIRh5sGhWwxB5XklS4g/formResponse Solve the following systems of equations. To unlock puzzle three find the product of each solution (ordered pair- and y value) and then find the mean of all five products. S3x +y = 4 12x -y = 6 1) S 2x + y = -3 (3x+2y = -8 2) (7x - 4y = -7 5x + y = 22 3) S-x+9y = -5 х - 5у %3D1 4) x - y = -4 -2x + 3y = 6 Code: 5) acer
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