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Determine the value of y, if x is -6 . y=(16)/(x+10) Answer:

Determine the value of y y , if x x is −6-6 .\newliney=16x+10 y=\frac{16}{x+10} \newlineAnswer:

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Full solution

Q. Determine the value of y y , if x x is −6-6 .\newliney=16x+10 y=\frac{16}{x+10} \newlineAnswer:
  1. Substitute xx in function: Substitute the given value of xx into the function.\newlineWe are given x=−6x = -6 and the function y=16x+10y = \frac{16}{x + 10}. Let's substitute −6-6 for xx in the function.\newliney=16−6+10y = \frac{16}{-6 + 10}
  2. Simplify expression inside parentheses: Simplify the expression inside the parentheses.\newlineCalculate the value inside the parentheses first.\newline−6+10=4-6 + 10 = 4
  3. Substitute result back in function: Substitute the result from Step 22 back into the function.\newlineNow that we know −6+10=4-6 + 10 = 4, we can substitute this value back into the function.\newliney=164y = \frac{16}{4}
  4. Divide to find yy: Divide 1616 by 44 to find the value of yy.\newlineNow we divide 1616 by 44 to find the value of yy.\newliney=164y = \frac{16}{4}\newliney=4y = 4

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