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Answered

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[tex]✍️Question✍️[/tex]
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Set A = { even numbers between 1 and 20 } 22 _____ A *

∈ (Element)
∉ (Not Element)

Set B = { letters of the alphabet between n and w } s _____ B *

∈ (Element)
∉ (Not Element)

Set B = { letters of the alphabet between n and w } p _____ B *

∈ (Element)
∉ (Not Element)

Set A = { even numbers between 1 and 20 } 15 _____ A *

∈ (Element)
∉ (Not Element)


Set A = { even numbers between 1 and 20 } 18 _____ A *

∈ (Element)
∉ (Not Element)

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[tex]✏️Pls Answer Properly✏️[/tex]
Pls Answer If You Know The Answer:)

I really need it^__^​

Sagot :

KAntoineDoixidn

✏️AN ELEMENT OF

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» Identify if the given data is an element or not an element of a set.

Set A = {even numbers between 1 and 20}

  • [tex] \sf \Large 22 \: \underline{\: \red{\notin} \:} \: A [/tex]

[tex] \: [/tex]

Set B = {letters of the alphabet between n and w}

  • [tex] \sf \Large s \: \underline{\: \red{\in} \:} \: B [/tex]

[tex] \: [/tex]

Set B = {letters of the alphabet between n and w}

  • [tex] \sf \Large p \: \underline{\: \red{\in} \:} \: B [/tex]

[tex] \: [/tex]

Set A = {even numbers between 1 and 20}

  • [tex] \sf \Large 15 \: \underline{\: \red{\notin} \:} \: A [/tex]

[tex] \: [/tex]

Set A = {even numbers between 1 and 20}

  • [tex] \sf \Large 18 \: \underline{\: \red{\in} \:} \: A [/tex]

==============================

#CarryOnLearning

(ノ^_^)ノ

MishCielenioidn

✏️ Element or Not

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1.)Set A = { even numbers between 1 and 20 }

[tex] \large \bold \blue{ 22 \: \underline{ ∉ }\: A }[/tex]

2.)Set B = { letters of the alphabet between n and w }

[tex] \large \bold \blue{s \: \underline {∈ } \: B }[/tex]

3.)Set B = { letters of the alphabet between n and w }

[tex] \large \bold \blue{p \: \underline{∈} \: B }[/tex]

4.)Set A = { even numbers between 1 and 20 }

[tex] \large \bold \blue{15 \underline{∉}A }[/tex]

5.)Set A = { even numbers between 1 and 20 }

[tex] \large \bold \blue{18 \underline{∈}A }[/tex]

✎Note : Elements can be classify if they are well defined and has reasonable explanation while a not element is unsure and not proven reasonable. For example is I like that girl while you don't.

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