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01 Dec 2023, 10:20
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Let D be the set of real numbers d such that 2 - /d+1 is a real number. Let R be the set of real numbers r such that r = 2 - Vd + I for at least 1 value of d in D. The intersection of D and R is the set of all numbers v such that:
-1 ≤ V≤ 2
-1 < V<2
v≥-1
V≤ 2
v is a real number
can someone help with this one? OA is A
-1 ≤ V≤ 2
-1 < V<2
v≥-1
V≤ 2
v is a real number
can someone help with this one? OA is A
01 Dec 2023, 10:22
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g_giaimo02
Let D be the set of real numbers d such that 2 - /d+1 is a real number. Let R be the set of real numbers r such that r = 2 - Vd + I for at least 1 value of d in D. The intersection of D and R is the set of all numbers v such that:
-1 ≤ V≤ 2
-1 < V<2
v≥-1
V≤ 2
v is a real number
can someone help with this one? OA is A
-1 ≤ V≤ 2
-1 < V<2
v≥-1
V≤ 2
v is a real number
can someone help with this one? OA is A
You can find detailed discussion of this question here: https://gmatclub.com/forum/let-d-be-the ... 21270.html Hope it helps.
02 Dec 2023, 07:19
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Hi guys, sorry for bothering you, I’m trying to schedule my exam from home. Unfortunately at the payment the site tell me that I have to "enable Cookies or Java script" but I have no idea where I have to go to solve the problem. Can anyone help me please? thanks a lot!
