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Does the point (2,4)(2, 4) satisfy the inequality 13x+17y413x + 17y \leq 4?\newlineChoices:\newline(A)yes\newline(B)no

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Q. Does the point (2,4)(2, 4) satisfy the inequality 13x+17y413x + 17y \leq 4?\newlineChoices:\newline(A)yes\newline(B)no
  1. Substitute values into inequality: Substitute the values (2,4)(2, 4) into the inequality 13x+17y413x + 17y \leq 4. The substituted inequality is 13(2)+17(4)413(2) + 17(4) \leq 4.
  2. Calculate left side: Calculate the left side of the inequality 13(2)+17(4)13(2) + 17(4). Simplify it to get 26+6826 + 68.
  3. Add numbers: Add the numbers 26+6826 + 68 to get 9494. So the inequality becomes 94494 \leq 4.
  4. Determine truth of statement: Determine if the point (2,4)(2, 4) makes the inequality 13x+17y413x + 17y \leq 4 true. Since 9494 is not less than or equal to 44, the statement 94494 \leq 4 is false.

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