Let X = \\{ Ram, Geeta, Akbar \\} be the set of students of Class XI, who are in school hockey team. Let Y = \\{ Geeta, David, Ashok \\} be the set of students from Class XI who are in the school football team. Find and interpret the set.
Answer:
Step-by-step solution
Step 1: Identify the given sets
We are given two sets of students. Set represents students in the hockey team, and set represents students in the football team.
Step 2: Find the intersection of the sets
The intersection of two sets, denoted by , consists of all elements that are common to both sets and . In this case, 'Geeta' is the only student present in both the hockey team and the football team.
Step 3: Interpret the resulting set
The set contains the names of students who are members of both the school hockey team and the school football team. This means 'Geeta' is a member of both teams.
More from this chapter
- Id R is the set of real numbers and Q is the set of rational question then what is R-Q?
- 6. பின்வரும் கணங்களை விவரித்தல் முறையில் எழுதுக. (i) P = சனவரி, சூன், சூலை (ii) Q = 7, 11, 13, 17, 19, 23, 29 (iii) R = x: x N, x < 5 (iv) S = x: x ஓர் ஆங்கில ம
- (ii) C = (1)/(2), (2)/(3), (3)/(4), (iii) D = ஓர் ஆண்டில் உள்ள தமிழ் மாதங்களின் தொகுப்பு. (iv) E = 9 -க்கும் குறைவான ஒற்றை முழு எண்களின் கணம். 6. பின்வரும் கணங்
- **அட்டவணை (Table):** | வ.எண் | விவரித்தல் முறை | கணக்கட்டமைப்பு முறை | பட்டியல் முறை | |:---: |:--- |:--- |:--- | | 1 | பத்தை விடச் சிறிய அனைத்து இயல் எண்களின்
- Let V = a, e, i, o, u and B = a, i, k, u. Find V - B and B - V.
- Let X = Ram, Geeta, Akbar be the set of students of Class XI, who are in school hockey team. Let Y = Geeta, David, Ashok be the set of students from Class XI wh
- Write the solution set of the equation x² + x - 2 = 0 in roster form.
- Let A=1,2,3, B=3,4 and C=4,5,6. Find (i) A ×(B C) (ii) (A × B) (A × C) (iii) A ×(B C) (iv) (A × B) (A × C)