ε = {x: 2 x 30, x is an integer}, M = {even numbers}, P = {prime numbers}, T = {odd numbers} Find: MUP, M - T ,P(MT), P’U(MT’)
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Given :
ε = { x : 2 x 30 , x is an integer}
M = {even numbers}
P = {prime numbers}
T = {odd numbers}
To Find :
1. M U P
2. M - T
3. P U ( M ⋂ T )
4. P’ U ( M ⋂ T’ )
Solution :
M U P = { all prime natural numbers and all even natural numbers }
M - T = {even numbers}
P U ( M ⋂ T ) = P U {Φ} = P = {prime numbers}
P’ U ( M ⋂ T’ ) = P' U { all natural numbers } = { all composite numbers }
1. M U P = { all prime natural numbers and all even natural numbers }
2. M - T = {even numbers}
3. P U ( M ⋂ T ) = {prime numbers}
4. P’ U ( M ⋂ T’ ) = { all composite numbers }
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