a set B consists of all natural numbers (counting numbers) less than or equal to 100. Use set-builder notation to define B.

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ColinJacobus ColinJacobus · Answer 1 · 2019-05-31T12:10:59+02:00

Answer: The required set-builder notation is :

[tex]B=\{x:x\epsilon \mathbb{N},x\leq 100\}.[/tex]

Step-by-step explanation: We are given to write the following set B in set-builder form :

the set B consists of all natural numbers less than or equal to 100.

In set-builder form, a variable x is used to represent each and every element of the set.

Therefore, the set B in set-builder form can be written as :

[tex]B=\{x:x\epsilon \mathbb{N},x\leq 100\}.[/tex]

Thus, the required set-builder notation is :

[tex]B=\{x:x\epsilon \mathbb{N},x\leq 100\}.[/tex]

lublana lublana · Answer 2 · 2019-11-19T12:51:27+01:00

Answer:

B={x:[tex]x\leq 100, x\in N[/tex]}

Step-by-step explanation:

We are given that a set B consist of all natural numbers ( counting numbers) less than or equal to 100.

We have to write given set in set builder notation.

Let x be the element belongs to natural number.

Then , the set B in set builder form can be written as

B={x:[tex]x\leq 100, x\in N[/tex]}

Hence, the set builder form of given set is given by

B={x:[tex]x\leq 100, x\in N[/tex]}

Answer:B={x:[tex]x\leq 100, x\in N[/tex]}