If the set S in each part is finite, write down | S |.
i S = { primes }
ii S = { even primes }
iii S = { even primes greater than 5 }
iv S = { whole numbers less than 100 }
Answers
Answer:
Write the following sets in roster form.
(i) Set of even numbers
(ii) Set of even prime numbers from 1 to 50
(iii) Set of negative integers
(iv) Seven basic sounds of a sargam (sur)
ANSWER:
(i) A = {..., −6, −4, 0, 2, 4, 6, ...}
(ii) B = {2}
(iii) C = {..., −5, −4, −3, −2, −1}
(iv) D = {SA, RE, GA, MA, PA, DHA, NI}
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S = { 2,3,5,7,11,........ }
S = { 2 }
S = { 5,7,11,13,17,........ }
S = { 0,1,2,3,4,..........,99 }
Given:
i S = { primes }
ii S = { even primes }
iii S = { even primes greater than 5 }
iv S = { whole numbers less than 100 }
To find:
| S |
Solution:
- A set is a collection of well defined objects or elements which can be finite or infinte.
- A set can be expressed in the form of words or in the form of elements of that set.
i S = { primes }
Since, there are infinte prime numbers.
So, the set will be infinite.
S = { 2,3,5,7,11,........ }
ii S = { even primes }
Since, there is only one even prime number.
So, the set will be finite.
S = { 2 }
iii S = { even primes greater than 5 }
Since, there are infinte prime numbers greater than 5.
So, the set will be infinite.
S = { 5,7,11,13,17,........ }
iv S = { whole numbers less than 100 }
Since, there are 99 whole numbers less than 100.
So, the set will be finite.
S = { 0,1,2,3,4,..........,99 }
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