Let EC denote the complement of an event E.Let E1, E2 and E3 be any pairwise independentevents with P(E1) > 0 and P(E1 $\ \cap $ E2 $ \cap $ E3) = 0.Then P($E_2^C \cap E_3^C/{E_1}$) is equal to

$P\!\left(E_3^c\right) - P(E_2)$

$P\!\left(E_2^c\right) + P(E_3)$

$P\!\left(E_3^c\right) - P\!\left(E_2^c\right)$

$P(E_3) - P\!\left(E_2^c\right)$

Let EC denote the complement of an event E.Let E1, E2 and E3 be any pairwise ...

Aspire's Library

A Place for Latest Exam wise Questions, Videos, Previous Year Papers,
Study Stuff for MCA Examinations - NIMCET

🎯 Crack NIMCET with Aspire Study

🔹 India's Most Trusted MCA Coaching
💻 Live + Recorded Classes | 👨‍🏫 Expert Faculty
📝 All India Test Series | 🎯 Personal Mentorship

🥈 NIMCET AIR 2: Ayush Garg

🚀 Join Aspire Now

📂 Aspire Study Library

Question Id : 12160 | Context : JEE Main 2 September 2020 (Evening)

Let E^C denote the complement of an event E.Let E₁, E₂ and E₃ be any pairwise independentevents with P(E₁) > 0

and P(E₁ $\ \cap $ E₂ $ \cap $ E₃) = 0.

Then P($E_2^C \cap E_3^C/{E_1}$) is equal to

Watch Video Solution

Aspire Study Online Test Series,
Information About Examination,
Syllabus, Notification
and More.

Click Here to
View More

📲

Ask Your Question or Put Your Review.

Please provide more information - at least 10 characters

Aspire's Library

🎯 Crack NIMCET with Aspire Study

📂 Aspire Study Library

📲 Share This Question

Aspire Study App

Info.