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Class 9 Practice Set 1.3 Lecture 2 Sets Chapter 1| 9th Maths 1 | Std 9 | Algebra New Syllabus | SSC
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This Video explains Practice Set 1.3 Class 9 of Chapter 1 Sets of Standard 9 for Geometry Maharashtra State Board.
#Std9 #Maharashtra #SSC #Class9
Following questions of Maharashtra State Board Practice Set 1.3 Class 9 of Chapter 1 Sets of Standard 9 have been explained in the video:
Question 5.
i. Write the subset relation between the sets.
P is the set of all residents in Pune.
M is the set of all residents in Madhya Pradesh.
I is the set of all residents in Indore.
B is the set of all residents in India.
H is the set of all residents in Maharashtra.
ii. Which set can be the universal set for above sets ?
Question 6.
Which set of numbers could be the universal set for the sets given below?
i. A = set of multiples of 5,
B = set of multiples of 7,
C = set of multiples of 12
ii. P = set of integers which are multiples of 4.
T = set of all even square numbers.
Question 7.
Let all the students of a class form a Universal set. Let set A be the students who secure 50% or more marks in Maths. Then write the complement of set A.
#Std9 #Maharashtra #SSC #Class9
Following questions of Maharashtra State Board Practice Set 1.3 Class 9 of Chapter 1 Sets of Standard 9 have been explained in the video:
Question 5.
i. Write the subset relation between the sets.
P is the set of all residents in Pune.
M is the set of all residents in Madhya Pradesh.
I is the set of all residents in Indore.
B is the set of all residents in India.
H is the set of all residents in Maharashtra.
ii. Which set can be the universal set for above sets ?
Question 6.
Which set of numbers could be the universal set for the sets given below?
i. A = set of multiples of 5,
B = set of multiples of 7,
C = set of multiples of 12
ii. P = set of integers which are multiples of 4.
T = set of all even square numbers.
Question 7.
Let all the students of a class form a Universal set. Let set A be the students who secure 50% or more marks in Maths. Then write the complement of set A.
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