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Determine the value of y, if x is 25 . y=sqrt(x+11) Answer: y=

Determine the value of y y , if x x is 2525 .\newliney=x+11 y=\sqrt{x+11} \newlineAnswer: y= y=

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Q. Determine the value of y y , if x x is 2525 .\newliney=x+11 y=\sqrt{x+11} \newlineAnswer: y= y=
  1. Identify Values and Equation: Identify the given values and the equation to solve for yy. We are given that x=25x = 25 and the equation y=x+11y = \sqrt{x + 11}. We need to substitute the value of xx into the equation to find yy.
  2. Substitute Value into Equation: Substitute the value of xx into the equation.\newlineSubstitute x=25x = 25 into y=x+11y = \sqrt{x + 11} to get y=25+11y = \sqrt{25 + 11}.
  3. Perform Addition Inside Square Root: Perform the addition inside the square root.\newlineCalculate the sum inside the square root: 25+11=3625 + 11 = 36.
  4. Calculate Square Root: Calculate the square root of the sum to find the value of yy. Find the square root of 3636, which is y=36y = \sqrt{36}.
  5. Determine Final Value: Determine the square root of 3636. Since the square root of 3636 is 66, we have y=6y = 6.

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