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Use the equation below and the indicated value to find an ordered pair that is a 5x-4y=29 Let y=-1. The ordered pair is (◻,-1 ).

Use the equation below and the indicated value to find an ordered pair that is a 5x−4y=29 5 x-4 y=29 Let y=−1 y=-1 .\newlineThe ordered pair is (□,−1 (\square,-1 ).

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Full solution

Q. Use the equation below and the indicated value to find an ordered pair that is a 5x−4y=29 5 x-4 y=29 Let y=−1 y=-1 .\newlineThe ordered pair is (□,−1 (\square,-1 ).
  1. Substitute y=−1y = -1: To find the xx-value that corresponds to y=−1y = -1 in the equation 5x−4y=295x - 4y = 29, we substitute −1-1 for yy in the equation.\newlineCalculation: 5x−4(−1)=295x - 4(-1) = 29
  2. Simplify the equation: Simplify the equation by multiplying 44 by −1-1.\newlineCalculation: 5x+4=295x + 4 = 29
  3. Isolate x: Next, we isolate x by subtracting 44 from both sides of the equation.\newlineCalculation: 5x=29−45x = 29 - 4
  4. Find value of 5x5x: Perform the subtraction to find the value of 5x5x.\newlineCalculation: 5x=255x = 25
  5. Divide by 55: Finally, we divide both sides of the equation by 55 to solve for xx.\newlineCalculation: x=255x = \frac{25}{5}
  6. Find value of x: Perform the division to find the value of x.\newlineCalculation: x=5x = 5

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