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M+c<n<d-m

In the inequality above, c and d are constants.
If m= 1 and n = 2 is a solution of the inequality, which of the following statements concerning c and d must be true?
I. cd is negative
II. d-c>2
III. d+ c> 2
(A) II only
(B) I and II only
(C) II and III only
(D) I, II, and III​

M+c<n<d-m In the inequality above, c and d are constants. If m= 1 and n = 2 is-example-1
User Jcdude
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1 Answer

4 votes

Answer: the right option is (A) II only

Explanation:

M+c<n<d-m In the inequality above, c and d are constants. If m= 1 and n = 2 is-example-1
User Samy Massoud
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