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Determine the value of y, if x is 3 . y=(18)/(x-5) Answer:

Determine the value of y y , if x x is 33 .\newliney=18x−5 y=\frac{18}{x-5} \newlineAnswer:

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Full solution

Q. Determine the value of y y , if x x is 33 .\newliney=18x−5 y=\frac{18}{x-5} \newlineAnswer:
  1. Substitute xx into equation: Substitute the value of xx into the equation.\newlineWe are given y=18x−5y = \frac{18}{x-5} and we need to find the value of yy when xx is 33.\newlineSubstitute x=3x = 3 into the equation.\newliney=183−5y = \frac{18}{3-5}
  2. Simplify denominator: Simplify the denominator.\newlineCalculate the value inside the parentheses.\newline3−5=−23 - 5 = -2\newlineSo, y=18−2y = \frac{18}{-2}
  3. Divide to find yy: Divide 1818 by −2-2 to find the value of yy. Perform the division to solve for yy. y=18−2y = \frac{18}{-2} y=−9y = -9

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