MPPSC Mains 2023 Q3.5

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MPPSC Mains 2023GS-III

Q. 3.511 marks200 words~4 min

MPPSC Mains 2023·GS-III

A, B and C try to hit a target. A can hit the target 3 times in 5 shots, B 2 times in 5 shots and C 3 times in 4 shots. Find the probability of the following events:

(a) Any two of them hit

(b) At least two of them hit

About This Question

This is Question 3.5 from MPPSC Mains 2023 (GS-III). It carries 11 marks with a word limit of 200 words.

How to approach MPPSC Mains questions?

MPPSC Mains requires structured, analytical answers. Keep your answer within 200 words: focus on key arguments, relevant examples, and a clear conclusion. Practice more questions from all MPPSC Mains papers.

Q3.4 Back to 2023 Mains Q3.6

A, B and C try to hit a target. A can hit the target 3 times in 5 shots, B 2 times in 5 shots and C 3 times in 4 shots. Find the probability of the following events:

(a) Any two of them hit

(b) At least two of them hit

About This Question

This is Question 3.5 from MPPSC Mains 2023 (GS-III). It carries 11 marks with a word limit of 200 words.

How to approach MPPSC Mains questions?

Q3.4 Back to 2023 Mains Q3.6

A, B and C try to hit a target. A can hit the target 3 times in 5 shots, B 2 times in 5 shots and C 3 times in 4 shots. Find the probability of the following events:

About This Question

How to approach MPPSC Mains questions?

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A, B and C try to hit a target. A can hit the target 3 times in 5 shots, B 2 times in 5 shots and C 3 times in 4 shots. Find the probability of the following events:

About This Question

How to approach MPPSC Mains questions?

Related Links

Q3.5: MPPSC Mains 2023 GS-III: Mains Question

A, B and C try to hit a target. A can hit the target 3 times in 5 shots, B 2 times in 5 shots and C 3 times in 4 shots. Find the probability of the following events:

About This Question

How to approach MPPSC Mains questions?

Related Links

Q3.5: MPPSC Mains 2023 GS-III: Mains Question

A, B and C try to hit a target. A can hit the target 3 times in 5 shots, B 2 times in 5 shots and C 3 times in 4 shots. Find the probability of the following events:

About This Question

How to approach MPPSC Mains questions?

Related Links