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Derivative

Let A=x: x ∈ ...

Question

Let A = { $x : x ϵ R, x > 4$ } and B = { $x ϵ R : x < 5$ }. Then $A \cap B$ =

A

(4, 5]

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B

(4, 5)

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C

[4, 5)

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D

[4, 5]

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Solution

The correct option is C
[4, 5)

A = { $x : x ϵ R, x \geq 4$ } and B = { $x ϵ R : x < 5$ }

$A \cap B = [4, 5)$

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Similar questions

A = \{x : x \in R, x \geq 4\} a n d B = \{x \in R : x < 5\}

n (A' \cap B') =

(a) (4, 5]
(b) (4, 5)
(c) [4, 5)
(d) [4, 5]

A = {x; x \in R, x \geq 2}

B = {x : x \in R, x < 4}

A \cap B =

A = {x : x \in R, | x | < 1}

B = {x : x \in R, | x - 1 | \geq 1}

A \cup B = R - D

D

A = {x : x \in R, | x | < 2}, B = {x : x \in R, | x - 2 | \geq 2}

A \cap B = R - C

C

Let $A = {x : x \in R, | x | < 1}$ ;
$B = {x : x \in R, | x - 1 | \geq 1}$ and

$A \cup B = R - D$ , then the set $D$ is

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