Fractions and Decimals

Discrete Mathematics

Differential Equations

Solved on Dec 02, 2023

Rewrite the set V by listing its elements using appropriate set notation. $V=\{y | -4 < y < -1, y \in \mathbb{Z}\}$

STEP 1

Assumptions
1. The set V is defined as $V=\{y \mid y$ is an integer and $-4<y<-1\}$
2. We need to list all the integers that satisfy the condition $-4<y<-1$

STEP 2

The condition $-4<y<-1$ means that we are looking for integers greater than -4 and less than -1.

STEP 3

Now, we list all the integers that satisfy this condition. The integers between -4 and -1 are -3 and -2.

STEP 4

We can now rewrite the set V by listing its elements using the appropriate set notation.
$V = \{-3, -2\}$
The set V contains the elements -3 and -2.

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