5 Suppose f:D⟶R is a ) function defined by f(x)= x+4x2−16, where D⊂Z. Let A be the set of integers which are not in the domain of f, then find the cardinality of the set A.

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5 Suppose f: D {R} is a ) function defined by f(x)= {{x^{2}-1

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5 Suppose f:D⟶R is a ) function defined by f(x)= x+4x2−16, where D⊂Z

5 Suppose $f : D ⟶ R$ is a ) function defined by $f (x) =$ $\frac{x ^{2} - 16}{x + 4}$ , where $D \subset Z$ . Let $A$ be the set of integers which are not in the domain of $f$ , then find the cardinality of the set $A$ .

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5 Suppose

f : D ⟶ R

is a ) function defined by

f (x) =

\frac{x ^{2} - 16}{x + 4}

, where

D \subset Z

. Let

A

be the set of integers which are not in the domain of

f

, then find the cardinality of the set

A

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Question Text	5 Suppose $f : D ⟶ R$ is a ) function defined by $f (x) =$ $\frac{x ^{2} - 16}{x + 4}$ , where $D \subset Z$ . Let $A$ be the set of integers which are not in the domain of $f$ , then find the cardinality of the set $A$ .
Updated On	Feb 1, 2024
Topic	Calculus
Subject	Mathematics
Class	Class 11
Answer Type	Video solution: 8
Upvotes	933
Avg. Video Duration	6 min

5 Suppose $f : D ⟶ R$ is a ) function defined by $f (x) =$ $\frac{x ^{2} - 16}{x + 4}$ , where $D \subset Z$ . Let $A$ be the set of integers which are not in the domain of $f$ , then find the cardinality of the set $A$ .

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5 Suppose f:D⟶R is a ) function defined by f(x)= x+4x2−16​​, where D⊂Z. Let A be the set of integers which are not in the domain of f, then find the cardinality of the set A.

Filo tutor solutions (8)

Practice more questions on Calculus

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5 Suppose $f : D ⟶ R$ is a ) function defined by $f (x) =$ $\frac{x ^{2} - 16}{x + 4}$ , where $D \subset Z$ . Let $A$ be the set of integers which are not in the domain of $f$ , then find the cardinality of the set $A$ .