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jakedoc31
15.01.2020 •
Mathematics
Classify each number according to which sets of numbers it belongs in:
natural, integer, rational:
integer, rational:
rational:
irrational:
10, pi, -6, 3., 9, 3.7, 3(12-2/2), 1.41421356
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Ответ:
Natural, integer, rational: 10, 9,![3(12-\frac{2}{2})](/tpl/images/0455/7081/3578e.png)
Integer, rational: -6
Rational: 3.7, 3.3333333
Irrational:
, 1.41421356
Step-by-step explanation:
Given numbers:
To classify them in natural integer, whole rational or irrational numbers.
Solution:
Natural numbers are whole numbers stating from 1.
{1,2,3,4,5,6..........}
Whole numbers are integers starting from 0.
{0,1,2,3,4,5...........}
Integers are all real numbers that do not include decimals or fractions.
{.............-4,-3,-2,-1,0,1,2,3,4.........}
Rational numbers are those numbers which can be represented as fraction of whole numbers. For example:
Irrational numbers are those numbers which cannot be represented as simple fractions.
Based on the above definitions, we can classify numbers.
1) 10
Natural, Integer, Rational
2)![\pi](/tpl/images/0455/7081/ad2a1.png)
Irrational
3) -6
Integer, Rational
4) 3.33333333333
Rational
5) 9
Natural, Integer, Rational
6) 3.7
Rational
7)![3(12-\frac{2}{2})=3(12-1)=3(11)=33](/tpl/images/0455/7081/5f86f.png)
Natural, Integer, Rational
8) 1.41421356
Irrational
Ответ: