Question

2. Find the number of subsets & the number of proper sets A=(x, y, z, p, q)
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Answer 1

Answer:

the subsets and proper subsets areStep-by-step explanation: there are 32 subsets .

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Step-by-step explanation:

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Answer 2

$\huge \text{ANSWER}$

$\large \text \green{Given}$

$\large \text{ = > Set \: A =({x,y,z,p,q})}$

$\large \text \pink{Then}$

$\large \text{ = > n(A) =  5}$

$\large \text \red{Solution - 1}$

$\large \text \purple{ Number of subsets = n[P(A)] }$

$\bf{ = >  2⁵ = 32}$

$\large \text \red{Solution - 2}$

$\large \text \purple{ Number of proper subsets of set A.= n[P(A)]-1 }$

$\bf{ = >  2⁵ - 1  =  32 - 1 = 31}$

$\huge \text{THANKS}$