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Is the given ordered pair a solution of the system? (4,10) 9x-y>23 5x+0.2y>20 A. yes B. no
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\[9x-y \ge23\]
\[5x+0.2y \ge20\]
Plug it in and see if it satisfies the inequalities. (4, 10) \[9x-y \ge23\] \[9(4)-10 \ge23\] Simplify, 9 * 4 = ?
36
Yes, so we have: \(36 - 10 \ge 23\) WHat's 36 - 10?
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26
Yes, so we have: \(26 \ge 23\) This is true, now let's check the other inequality. \(5x+0.2y\ge20\) \(5(4)+0.2(10)\ge20\) Multiply 5 * 4 and 0.2 * 10 then add them
20 and 2 so 22
Correct, so we have: \(22 \ge 20\) This is also true, so (4, 10) is a solution to the system of inequalities.
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