Question

For the set C = (4,6,8,10,13), determine n(C)

Answer 1

Answer:

n(C) = #of items in C

n(C) = 5

Answer 2

The group of numbers when systematically arranged is called the set. The number of set $n(C)$ for the given set is 5.

Given information

The set given in the problem is,

$C = (4,6,8,10,13),$

What is combination?

Combination is the number of possible arrangement for the given data set without repetition.

Set theory-

The group of numbers when systematically arranged is called the set.

The number of element in a set is represented as,

$n(C)$

The number of set for the given set has to find out.  As there is total 5 number are given in the set. Thus,

$n(C)=5$

Hence the number of set $n(C)$ for the given set is 5.

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