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Which elements in the set are integers? –8, 3⁄4, √ 18 , 0, √ 16 , 5, –2⁄7, 6 A. –8, 0, 5, 6 B. –8, 0, √ 16 , 5, 6 C. 3⁄4, √ 18 , √ 16 , 5, –2⁄7 D. –8, 0, √ 18 , 5, 6

Respuesta :

Answer:

Option A is correct.

{-8, 0, 5 , 6}

Step-by-step explanation:

An Integer is defined as a whole number which is negative, positive or zero but not a fractional number.

As per the statement:

Given that the numbers: [tex]-8, \frac{3}{4}, \sqrt{18}, 0, \sqrt{16}, 5 , -\frac{2}{7} , 6[/tex]

By definition of integers;

The numbers which are integer:

-8,

0,

5 and

6

therefore, the element in the set are integers : {-8, 0, 5 , 6}

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