Math, asked by charithgnt, 10 months ago

Write the roster form of the set A = {x/−3 ≤ x < 3 and x ∈ Z}

Answers

Answered by diyasikka
5

Answer:

Here's the solution

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Answered by mysticd
2

 \underline { \blue { Roster \:Form \:of \:a \:Set }}

Writing a set by listing the elements in it .Then, we can say that the set is written in the " Roster form " .

 Here , given \: set \:builder \:form \: of \:a \:set\\A = \{ x : x \in z , -3 \leq x &lt; 3 \}

 \red { A} = \{ -3,-2,-1,0,1,2 \}

Therefore.,

 \red { Roster \: form \:of \:set \:A } \\\green { = \{ -3,-2,-1,0,1,2 \}}

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