If u={a,b,c,d}and p={b,d,e}find p(bar at the top) September 5, 2021 by Thu Nguyệt If u={a,b,c,d}and p={b,d,e}find p(bar at the top)
Answer: {a , c} Step-by-step explanation: first find u intersection p n(U n P ) = {a , b , c , d} n {b , d , e} ={d , b} intersection means element or values which lies in both the sets now to find p complement note : p( bar at the top ) is read as p complement p complement = n(U) – n(U n P) ={a , b , c , d} – {d , b} ={a , c} n(U) -n(U n P) means the elements which is only in n(U ) but not in n(U n P) Reply
Answer:
a,c
Step-by-step explanation:
Answer:
{a , c}
Step-by-step explanation:
first find u intersection p
n(U n P ) = {a , b , c , d} n {b , d , e}
={d , b}
intersection means element or values which lies in both the sets
now to find p complement
note : p( bar at the top ) is read as p complement
p complement = n(U) – n(U n P)
={a , b , c , d} – {d , b}
={a , c}
n(U) -n(U n P) means the elements which is only in n(U ) but not in n(U n P)