Bell Activity Solutions
Book Check Will be Friday. Have your correct book for an easy pass or fail quiz grade (Yes we will also have our regularly scheduled quiz as well)
This week’s assignments will be due on Friday What we have due so far: Graphic organizer (Monday) Real Number System Assignment
Book Check Will be Friday. Have your correct book for an easy pass or fail quiz grade (Yes we will also have our regularly scheduled quiz as well)
This week’s assignments will be due on Friday What we have due so far: Graphic organizer (Monday) Real Number System Assignment
Set Theory What do you already know about Venn Diagrams?
Set Theory Graphic Organizer You will need: 1.Printer Paper 2.Colored pencils
Set Theory Graphic Organizer Directions: 1.Fold your paper so that you have four equal sections (one time hamburger style and one time hot dog style)
Set Theory Graphic Organizer In the top left corner (doesn’t matter which side) write the following vocabulary words & definitions: 1.Union- Joining 2 or more sets, contains everything in the sets (U) 2.Intersection- What 2 or more sets have in common/ where they overlap ( ) 3.Disjoint sets- Sets that have nothing in common 4.Empty set- Contains nothing, shown as: {} or ø 5.Complement of a set- Everything that’s not in a set (~A or A’) 6. Universal set- The largest set you’re using
Set Theory Graphic Organizer
Set Theory Draw a Venn diagram to represent the union and intersection of the sets. Let A = {a, b, c, d, e}, B = {a, b, c}
Set Theory Draw a Venn diagram to represent the union and intersection of the sets. Let F = {all negative integers greater than or equal to –10}, and G = {–4, –2, 0, 2, 4}.
Set Theory A child sells lemonade and cookies. Ten customers buy both lemonade and cookies. Fifteen customers buy lemonade. Five customers buy cookies only. There are a total of 20 customers. How many customers only buy lemonade? Draw a Venn diagram to help you solve this problem.
Set Theory Let A = {0, 2, 4, 6, 8}, B ={x | x is a positive even integer less than 12}, C = {1, 2, 4, 7} Find Write in Roster form and Set builder notation
You try it! Algebra 1 P # 11-17, 20, 23, 24 Honors P # 10-18, 22-26