How do I do this question:
Write an inequality that represents the numbers that are not solutions of each inequality.
a. x+8<14
b. x-12≥5.7
It would be very helpful if you help me out
To find which numbers are not solution, find the solution set. So, for the first one,
x+8<14
x < 6
so any number x ≥ 6 is not a solution
I have no clue
Dear Billie and others,
I'm Dr. Mike Rodic, I work at USCF and is concerned by the behavior of Billie, who claims she/he is a 16 year old girl. According to these messages, she/he is not acting like one and a 16 year old girl would be a little more mature unless she/he is a male but identifies as a girl which in many cases do results in this behavior but many of the results are still pending. In my perspective Billie is a boy who thought writing topic, "16 year old girl" would get he some attention, because he needs help because he is failing in school. As you know people would tend to click on something if It read "16 year old girl" People are bad these days. Hope everyone is not stressed if you need help mentally just ask me.
Sincerely,
Dr. Mike Rodic Ph.D M.D D.M Psy.D
Dear readers,
Luckily the admins (I think) have changed his/her topic title it to something more appropriate.
Sincerely,
Dr. Mike Rodic Ph.D M.D D.M Psy.D
Certainly! I'd be happy to help you with these questions.
To write an inequality that represents the numbers that are not solutions of each given inequality, we need to find the complementary inequality.
a. For the inequality x + 8 < 14:
To find the complementary inequality, we need to reverse the inequality symbol and keep the expression on one side of the inequality sign.
So, by reversing the inequality symbol, we get x + 8 ≥ 14.
This new inequality represents the numbers that are not solutions of the original inequality x + 8 < 14.
b. For the inequality x - 12 ≥ 5.7:
To find the complementary inequality, we need to reverse the inequality symbol and keep the expression on one side of the inequality sign.
So, by reversing the inequality symbol, we get x - 12 < 5.7.
This new inequality represents the numbers that are not solutions of the original inequality x - 12 ≥ 5.7.
In summary:
a. The inequality that represents the numbers that are not solutions of x + 8 < 14 is x + 8 ≥ 14.
b. The inequality that represents the numbers that are not solutions of x - 12 ≥ 5.7 is x - 12 < 5.7.
I hope this helps! Let me know if you have any further questions.