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Determine the value of y, if x is 121. y=sqrtx+9 Answer: y=

Determine the value of y y , if x x is 121121.\newliney=x+9 y=\sqrt{x}+9 \newlineAnswer: y= y=

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Q. Determine the value of y y , if x x is 121121.\newliney=x+9 y=\sqrt{x}+9 \newlineAnswer: y= y=
  1. Substitute xx in equation: We are given the equation y=x+9y = \sqrt{x} + 9 and the value of xx as 121121. We need to substitute xx with 121121 in the equation to find the value of yy.\newlineCalculation: y=121+9y = \sqrt{121} + 9
  2. Calculate square root: Calculate the square root of 121121.\newlineCalculation: 121=11\sqrt{121} = 11
  3. Add 99 to find yy: Add 99 to the square root of 121121 to find the value of yy.\newlineCalculation: y=11+9y = 11 + 9
  4. Perform final addition: Perform the addition to get the final value of yy.\newlineCalculation: y=20y = 20

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