write in set builder form {2,4,8,16,34} (3×1=3M)
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Answer:
The set-builder form is
A = { 2^n: n is a natural number , 1≤n≤6}
Step-by-step explanation:
We have to convert the set {2,4,8,16,32} into set builder form.
The representation of collection of objects by describing the elements with its properties is known set builder form.
It can be seen that
2^n=2^1=22
n
=2
1
=2
2^n=2^2=42
n
=2
2
=4
2^n=2^3=82
n
=2
3
=8
2^n=2^4=162
n
=2
4
=16
2^n=2^5=322
n
=2
5
=32
2^n=2^6=642
n
=2
6
=64
Hence, set {2,4,8,16,32} in set-builder form can be written as
A = { 2^n: n is a natural number , 1≤n≤6}
Step-by-step explanation:
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