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Is 
(3,2) a solution of 
-8x-2y < 6 ?
Choose 1 answer:
(A) Yes
(B) 
No

Is \newline(3,2)(3,2) a solution of \newline-8x-2y < 6?\newlineChoose 11 answer:\newline(A) Yes\newline(B) No

Full solution

Q. Is \newline(3,2)(3,2) a solution of \newline8x2y<6-8x-2y < 6?\newlineChoose 11 answer:\newline(A) Yes\newline(B) No
  1. Substitute values into inequality: Substitute the values of xx and yy from the point (3,2)(3, 2) into the inequality -8x - 2y < 6.\newlineSubstitute x=3x = 3 and y=2y = 2 into the inequality.\newline-8(3) - 2(2) < 6\newline-24 - 4 < 6\newline-28 < 6
  2. Check if result is true: Check if the result from Step 11 is true.\newlineThe inequality -28 < 6 is true because 28-28 is less than 66.
  3. Determine if point is a solution: Determine if the point (3,2)(3, 2) is a solution to the inequality.\newlineSince the inequality -28 < 6 is true, the point (3,2)(3, 2) satisfies the inequality -8x - 2y < 6.

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