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Determine the value of y, if x is 7. y=(44)/(x-29) Answer:

Determine the value of y y , if x x is 77.\newliney=44x−29 y=\frac{44}{x-29} \newlineAnswer:

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Full solution

Q. Determine the value of y y , if x x is 77.\newliney=44x−29 y=\frac{44}{x-29} \newlineAnswer:
  1. Substitute xx value: Substitute the value of xx into the equation.\newlineWe are given y=44x−29y = \frac{44}{x - 29} and x=7x = 7. Let's substitute 77 for xx in the equation.\newliney=447−29y = \frac{44}{7 - 29}
  2. Perform subtraction: Perform the subtraction in the denominator.\newlineNow we calculate 7−297 - 29.\newline7−29=−227 - 29 = -22
  3. Divide by −22-22: Divide 4444 by −22-22.\newlineNow we divide 4444 by −22-22 to find the value of yy.\newliney=44(−22)y = \frac{44}{(-22)}\newliney=−2y = -2
  4. Check for errors: Check for any mathematical errors.\newlineWe substituted the value correctly, performed the subtraction, and division without any errors.

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