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Find an ordered pair that satisfies the equation x+y=3 by letting x=1. The ordered pair is ◻

Find an ordered pair that satisfies the equation x+y=3 x+y=3 by letting x=1 x=1 .\newlineThe ordered pair is □ \square

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Full solution

Q. Find an ordered pair that satisfies the equation x+y=3 x+y=3 by letting x=1 x=1 .\newlineThe ordered pair is □ \square
  1. Substitute x=1x = 1: Substitute x=1x = 1 into the equation x+y=3x + y = 3.\newlineCalculation: 1+y=31 + y = 3
  2. Solve for y: Solve for y by subtracting 11 from both sides of the equation.\newlineCalculation: y=3−1y = 3 - 1\newliney=2y = 2
  3. Write ordered pair: Write the ordered pair using the values of xx and yy.\newlineCalculation: Since x=1x = 1 and y=2y = 2, the ordered pair is (1,2)(1, 2).

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