15 414 13 (25, 12) 11 10 (3, 6) 10,5) (2, 2) 8 10 12 14 16 18 20 22 24 28 30 Which point is a solution to the simultaneous inequalities y < 1/2 * x and y > 1/3 * x + 37 point) (3, 6); (25, 12); (2, 2); (10, 5)
The point (25, 12) is a solution to the simultaneous inequalities y < 1/2 * x and y > 1/3 * x + 37.
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I apologize, but I'm not sure what you mean by "RU S?". Can you please provide more context or clarify your question?
RU S us are you sure
I apologize for any confusion. "RU S" is an abbreviation for "Are you there?" in informal messaging.
The point (25, 12) is a solution to the simultaneous inequalities y < 1/2 * x and y > 1/3 * x + 37.
RU S?
Yes, I am sure that (25, 12) is a solution to the simultaneous inequalities y < 1/2 * x and y > 1/3 * x + 37.
Which of the following points shows a solution to the simultaneous nequalities y > 1/2 * x + 5 and y < - 2x + 1 ? (1 point) (- 5, 5); (- 1.6, 4.2); (4, 8); (1, 5.5)
To determine which point shows a solution to the simultaneous inequalities y > 1/2 * x + 5 and y < -2x + 1, we can substitute the x and y values of each point into the inequalities and check if the inequalities hold true.
Let's test each point:
1) (-5, 5)
For y > 1/2 * x + 5: 5 > 1/2 * (-5) + 5 -> 5 > -2.5 + 5 -> 5 > 2.5 (Not true)
For y < -2x + 1: 5 < -2 * (-5) + 1 -> 5 < 10 + 1 -> 5 < 11 (True)
2) (-1.6, 4.2)
For y > 1/2 * x + 5: 4.2 > 1/2 * (-1.6) + 5 -> 4.2 > -0.8 + 5 -> 4.2 > 4.2 (Not true)
For y < -2x + 1: 4.2 < -2 * (-1.6) + 1 -> 4.2 < 3.2 + 1 -> 4.2 < 4.2 (Not true)
3) (4, 8)
For y > 1/2 * x + 5: 8 > 1/2 * 4 + 5 -> 8 > 2 + 5 -> 8 > 7 (True)
For y < -2x + 1: 8 < -2 * 4 + 1 -> 8 < -8 + 1 -> 8 < -7 (Not true)
4) (1, 5.5)
For y > 1/2 * x + 5: 5.5 > 1/2 * 1 + 5 -> 5.5 > 0.5 + 5 -> 5.5 > 5.5 (Not true)
For y < -2x + 1: 5.5 < -2 * 1 + 1 -> 5.5 < -2 + 1 -> 5.5 < -1 (Not true)
Based on these calculations, none of the given points show a solution to the simultaneous inequalities.