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Find the missing number so that the equation has no solutions. \newline3x+16=____x−33x + 16 = \_\_\_\_x - 3

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Q. Find the missing number so that the equation has no solutions. \newline3x+16=____x−33x + 16 = \_\_\_\_x - 3
  1. Analyze Equation: Step 11: Analyze the equation for no solutions condition.\newlineEquations have no solutions when the lines they represent are parallel, which means the coefficients of xx must be the same but the constants must be different.\newline3x + 16 = ____x - 3
  2. Find Missing Number: Step 22: Set the coefficients of xx equal to find the missing number.3 = ____The missing number must be 33 to make the lines parallel.
  3. Check Constants: Step 33: Check if the constants are different to ensure no solutions.\newline16≠−316 \neq -3\newlineSince 1616 is not equal to −3-3, the lines will not intersect.

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