The shaded region in the given figure represents

A \cap (B \cap C)

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(A \cap C) \cap B^{'}

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(A \cup B)^{'} \cap C

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(A \cap B)^{'} \cup C

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Solution

The correct option is B $(A \cap C) \cap B^{'}$
Correct answer is B. Please refer to the diagram attached for the explanation:
The shaded portion c = $A \cap C$ . Now, $´ B$ = Portion not including B
Therefore, c= $(A \cap C) \cap ´ B$

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Figure

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Question 23

The percent that represents the shaded region in the figure, is

(a) 36 %
(b) 64 %
(c) 27 %
(d) 48 %

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The shaded region in the given figure represents

The correct option is B (A∩C)∩B′Correct answer is B. Please refer to the diagram attached for the explanation:The shaded portion c = A∩C. Now, ´B= Portion not including BTherefore, c=(A∩C)∩´B

The correct option is B $(A \cap C) \cap B^{'}$
Correct answer is B. Please refer to the diagram attached for the explanation:
The shaded portion c = $A \cap C$ . Now, $´ B$ = Portion not including B
Therefore, c= $(A \cap C) \cap ´ B$