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can you order a ladder? solve each system of equations by the addition …

Question

can you order a ladder?
solve each system of equations by the addition method. (you may first need to multiply both sides of one equation by -1.) find the solution in the coordinate system and notice the letter at that point. write this letter in each box that contains the exercise number.

  1. ( 3x + y = 17 )

( 4x - y = 18 )

  1. ( 5x + 6y = 13 )

( -5x + 2y = 11 )

  1. ( -x - 7y = 18 )

( 4x + 7y = -30 )

  1. ( 4x - 2y = 12 )

( -4x - 9y = 54 )

  1. ( x + 3y = 15 )

( -8x + 3y = -12 )

  1. ( 6x + 15y = -45 )

( 6x + 5y = -35 )

  1. ( 3x + 2y = 0 )

( 9x - 24 = 2y )

  1. ( 8x = 9 - 5y )

( 8x - 3y = -31 )

  1. ( 4y + 4 = 7x )

( 36 - 4y = 3x )

  1. ( 16x - 5y = -33 )

( 16x + y = -51 )

  1. ( 3x - 10y - 29 = 0 )

( -11x - 10y + 13 = 0 )

  1. ( 9x + 2y = )

( 9x + 8y = )
(coordinate grid with points labeled k, c, b, s, e, r, d, t, o, u, h, g, n, m, l, f, a, p)

Explanation:

Answer:

\( (5, 2) \)
\( (-1, 3) \)
\( (-4, -2) \)
\( (0, -6) \)
\( (3, 4) \)
\( (-5, -1) \)
\( (2, -3) \)
\( (-2, 5) \)
\( (4, 6) \)
\( (-3, -3) \)
\( (3, -2) \)
\( (2, -3) \)