Question

write in set builder form A = {14,23,32,41,50}

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Answer 1

Answer:

A = {x|x=n+9,n€N,n=41}

Answer 2

Answer:

In set builder form, $A= \big\{ x:x=n+9, n\in N, 14 \leq n \leq 50 \big\}$

Step-by-step explanation:

Given $A= \big\{ 14, 23, 32, 41,50 \big\}$

• In the given set, 9 is added to the number to the next number, so it can be written as $x=n+9$
• And the set of natural numbers is given, so $n \in N$
• And the value of x is in between 14 and 50, so $14 < x < 50$

Writing in set builder form,

                      $A= \big\{ x:x=n+9, n\in N, 14 \leq n \leq 50 \big\}$