INTERSECTION EXPLORER: SET PRACTICE PROBLEMS by ROSE ANNE ANDREW https://padlet.com/d095472/osxlzkde8scr6ppn Welcome to "Intersection Explorer," a set of practice problems designed to strengthen your understanding of set intersections! Dive into the world of sets and discover the common elements that arise at the crossroads. en-us 2023-12-11 16:57:06 UTC 2023-12-16 12:52:54 UTC hello@padlet.com https://padlet-uploads.storage.googleapis.com/1885763311/d6416c7442874eafa9477c5d5e8153b3/7108305.png If A = {1, 4, 3, 7, 9, 12} B = {1, 8, 3, 4, 7}. d095472 https://padlet.com/d095472/osxlzkde8scr6ppn/wish/2821408815 Find A ∩ B.

]]> 2023-12-11 18:15:43 UTC https://padlet.com/d095472/osxlzkde8scr6ppn/wish/2821408815 If set A = {2, 4, 6, 8, 9, 12}, set B = {1, 3, 5, 9, 15, 18} and set C = {2, 3, 5, 6, 7, 10}. d095472 https://padlet.com/d095472/osxlzkde8scr6ppn/wish/2821429396 i. Find Intersection of Sets A and B.

ii. Find Intersection of Two Sets B and C.

iii. Find Intersection of the Sets A and C.

]]> 2023-12-11 18:31:59 UTC https://padlet.com/d095472/osxlzkde8scr6ppn/wish/2821429396 If sets P and Q are defined as: P = {1, 12, 14, 11, 13, 7, 9, 17, 19} and Q = {12, 15, 14, 2, 1, 6, 9, 0}. d095472 https://padlet.com/d095472/osxlzkde8scr6ppn/wish/2821433622 Find out the intersection of set P and Q.

]]> 2023-12-11 18:35:20 UTC https://padlet.com/d095472/osxlzkde8scr6ppn/wish/2821433622 Consider a set M = {3, 6, 9, 12} and set N = {0, 3, 5, 8, 12}. Let set U = {set of whole numbers till 20}. d095472 https://padlet.com/d095472/osxlzkde8scr6ppn/wish/2821435812 Show the intersection between M and N through Venn diagram.

]]> 2023-12-11 18:36:56 UTC https://padlet.com/d095472/osxlzkde8scr6ppn/wish/2821435812 The Venn diagram shows set X = {students from Sabah} and set Y = {students from Sarawak}. If n(X)=15 and n(Y)=22, calculate d095472 https://padlet.com/d095472/osxlzkde8scr6ppn/wish/2821445361 i. the value of a.

ii. the total number of students from Sabah and Sarawak.

]]> 2023-12-11 18:44:52 UTC https://padlet.com/d095472/osxlzkde8scr6ppn/wish/2821445361 It is given that U = {Form 1 students}, set K = {students who like to do aerobic activities} and set L = {students who like to do balance activities}. If n(U)=35, n(K)=15, n(L)=9 and n(K∩L)=5, calculate d095472 https://padlet.com/d095472/osxlzkde8scr6ppn/wish/2821453174 The number of students who do not like to play both physical activities.

]]> 2023-12-11 18:51:31 UTC https://padlet.com/d095472/osxlzkde8scr6ppn/wish/2821453174 A racquet sports' club is holding a big game event. The event shows that a total of 210 members will play in the game. 70 members play in the tennis game only, 13 members play in both tennis and squash games, 50 members play squash games only, 15 members play both tennis and badminton games and no members play in all three games. d095472 https://padlet.com/d095472/osxlzkde8scr6ppn/wish/2821512087 How many members play badminton games only?

]]> 2023-12-11 19:39:33 UTC https://padlet.com/d095472/osxlzkde8scr6ppn/wish/2821512087 Click on each problem below to reveal a set scenario. Your task is to identify and illustrate the intersection of the given sets. Draw the resulting set, and when you're ready, submit your work for feedback. d095472 https://padlet.com/d095472/osxlzkde8scr6ppn/wish/2826039998

Tips:

  • Utilize set notation and symbols to represent intersections.

  • Pay attention to the specific elements that overlap in each scenario.

  • Double-check your drawings to ensure clarity and accuracy.


Purpose: This practice is designed to enhance your proficiency in handling set intersections. Engage with each scenario, and let the intersections unfold!


Ready to embark on your intersection journey? Click on a problem below to get started!

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