Answer:
d.Empty set
Step-by-step explanation:
We are given that sets
a={0,1,2,3}
b={a,b,c,d}
c={0,a,2,b}
We have to find [tex]a\cap b[/tex]
We know that
[tex]a\cap b[/tex]=The set of common numbers in set a and set b
[tex]a\cap b=[/tex]{0,1,2,3}[tex]\cap[/tex]{a,b,c,d}
[tex]a\cap b[/tex]=[tex]\phi[/tex] Because no number is common in given sets.
Hence, [tex]a\cap b=\phi[/tex]
Where [tex]\phi[/tex]=Empty set
Therefore, option d is true.
