Answered

Which values of k are solutions to the inequality? k>12 Select each correct answer.

Ak = 11.9
Bk = 12.1
Ck = 13.0
Dk = 19.9
Ek = 10.2

Verified Answer :

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k > 12

A. k = 11.9 → 11.9 > 12 FALSE

B. k = 12.1 → 12.1 > 12 TRUE

C. k = 13.0 → 13.0 > 12 TRUE

D. k = 19.9 → 19.9 > 12 TRUE

E. k = 10.2 → 10.2 > 12 FALSE

Answer:

Option B , C and D are correct.

The values of k are 12.1 , 13.0 and 19.9

Step-by-step explanation:

Given the inequality: \(k > 12\).

The boundary point is not included when the inequality is less than '<' or greater than '>', and is represented by an open circle on the boundary point.

Also, the arrow goes to the right when the inequality symbol is greater than (>) or greater than equal \(\geq\).

since, the inequality  \(k > 12\) as shown in figure below;

The solution of k which satisfy k > 12 are;

12.1 , 13.0 and 19.9 .

View image OrethaWilkison

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