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Determine the value of y, if x is 11 . y=|x|+6 Answer:

Determine the value of y y , if x x is 1111 .\newliney=∣x∣+6 y=|x|+6 \newlineAnswer:

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Full solution

Q. Determine the value of y y , if x x is 1111 .\newliney=∣x∣+6 y=|x|+6 \newlineAnswer:
  1. Identify Equation and Value: Identify the given equation and the value of xx. The equation provided is y=∣x∣+6y = |x| + 6, and we are given that xx is 1111.
  2. Substitute Value into Equation: Substitute the value of xx into the equation.\newlineSince xx is 1111, we substitute 1111 for xx in the equation to get y=∣11∣+6y = |11| + 6.
  3. Evaluate Absolute Value: Evaluate the absolute value of xx. The absolute value of 1111 is 1111, because 1111 is already a positive number. So, y=11+6y = 11 + 6.
  4. Perform Addition: Perform the addition to find the value of yy.\newlineAdding 1111 and 66 gives us y=17y = 17.

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