Section 1
Basic Set Concepts
For the following exercises, represent each set using the roster method.The set of primary colors: red, yellow, and blue.
For the following exercises, represent each set using the roster method.A set of the following flowers: rose, tulip, marigold, iris, and lily.
For the following exercises, represent each set using the roster method.The set of natural numbers between 50 and 100 .
For the following exercises, represent each set using the roster method.The set of natural numbers greater than 17.
For the following exercises, represent each set using the roster method.The set of different pieces in a game of chess.
For the following exercises, represent each set using the roster method.The set of natural numbers less than 21 .
For the following exercises, represent each set using set builder notation.The set of all types of lizards.
For the following exercises, represent each set using set builder notation.The set of all stars in the universe.
For the following exercises, represent each set using set builder notation.The set of all integer multiples of 3 that are greater than zero.
For the following exercises, represent each set using set builder notation.The set of all integer multiples of 4 that are greater than zero.
For the following exercises, represent each set using set builder notation.The set of all plants that are edible.
For the following exercises, represent each set using set builder notation.The set of all even numbers.
For the following exercises, represent each set using the method of your choice.The set of all squares that are also circles.
For the following exercises, represent each set using the method of your choice.The set of natural numbers divisible by zero.
For the following exercises, represent each set using the method of your choice.The set of Mike and Carol's children on the TV show, The Brady Bunch.
For the following exercises, represent each set using the method of your choice.The set of all real numbers.
For the following exercises, represent each set using the method of your choice.The set of polar bears that live in Antarctica.
For the following exercises, represent each set using the method of your choice.The set of songs written by Prince.
For the following exercises, represent each set using the method of your choice.The set of children's books written and illustrated by Mo Willems.
For the following exercises, represent each set using the method of your choice.The set of seven colors commonly listed in a rainbow.
For the following exercises, determine if the collection of objects represents a well defined set or not.The names of all the characters in the book, The Fault in Our Stars by John Green.
For the following exercises, determine if the collection of objects represents a well defined set or not.The five greatest soccer players of all time.
For the following exercises, determine if the collection of objects represents a well defined set or not.A group of old dogs that are able to learn new tricks.
For the following exercises, determine if the collection of objects represents a well defined set or not.A list of all the movies directed by Spike Lee as of 2021.
For the following exercises, determine if the collection of objects represents a well defined set or not.The group of all zebras that can fly an airplane.
For the following exercises, determine if the collection of objects represents a well defined set or not.The group of National Baseball League Hall of Fame members who have hit over 700 career home runs.
For the following exercises, compute the cardinal value of each set.$P={$ Snuzzle, Butterscotch, Blue Belle, Minty, Blossom, Cotton Candy }
For the following exercises, compute the cardinal value of each set.$T=$ {pepperoni, sausage, bacon, ham, mushrooms, olives, bell pepper, pineapple $\}$
For the following exercises, compute the cardinal value of each set.$\varnothing$
For the following exercises, compute the cardinal value of each set.$B=\{5,6,7, \ldots, 20\}$
For the following exercises, compute the cardinal value of each set.$F=\left\{\frac{1}{9}, \frac{2}{9}, \frac{3}{9}, \frac{4}{9}, \frac{5}{9}, \frac{6}{9}, \frac{7}{9}, \frac{8}{9}, \frac{9}{9}\right\}$
For the following exercises, compute the cardinal value of each set.{}
For the following exercises, compute the cardinal value of each set.$C=\left\{n^3 \mid n\right.$ is a member of $\left.\mathbb{N}\right\}$
For the following exercises, compute the cardinal value of each set.$S=\{7 n \mid n$ is an element of $\mathbb{N}\}$
For the following exercises, compute the cardinal value of each set.$L=\{l, m, n, \ldots, y\}$
For the following exercises, compute the cardinal value of each set.The set of numbers on a standard 6-sided die.
For the following exercises, determine whether set $A$ and set $B$ are equal, equivalent or neither.$A=\{$ right, acute, obtuse $;: B=$ \{equilateral, scalene, isoceles $\}$.
For the following exercises, determine whether set $A$ and set $B$ are equal, equivalent or neither.$A=\left\{1, \frac{1}{2}, \frac{1}{3}, \frac{1}{4}\right\} ; B=\left\{\frac{1}{4}, \frac{1}{3}, \frac{1}{2}, 1\right\}$.
For the following exercises, determine whether set $A$ and set $B$ are equal, equivalent or neither.$A=\{$ red, orange, yellow $\} ; B=\{$ green, blue, indigo, violet $\}$.
For the following exercises, determine whether set $A$ and set $B$ are equal, equivalent or neither.$A=\{5 n \mid n \in \mathbb{N}\} ; B=\mathbb{N}$.
For the following exercises, determine whether set $A$ and set $B$ are equal, equivalent or neither.$A=\{-2,-1,0, \ldots\} ; B=\{2,3,5, \ldots\}$.
For the following exercises, determine whether set $A$ and set $B$ are equal, equivalent or neither.$A=\{$ John, Paul, George, Ringo $\} ; B=($ Bono, Larry, The Edge, Adam $\}$.
For the following exercises, determine whether set $A$ and set $B$ are equal, equivalent or neither.$A=\varnothing ; B=\{\}$.
For the following exercises, determine whether set $A$ and set $B$ are equal, equivalent or neither.$A=\{$ lemon, lime, orange $\} \quad B=\{$ orange, lemon, lime, grape $\}$.
For the following exercises, determine if the set described is finite or infinite.The set of natural numbers.
For the following exercises, determine if the set described is finite or infinite.The empty set.
For the following exercises, determine if the set described is finite or infinite.The set consisting of all jazz venues in New Orleans, Louisiana.
For the following exercises, determine if the set described is finite or infinite.The set of all real numbers.
For the following exercises, determine if the set described is finite or infinite.The set of all different types of cheeses.
For the following exercises, determine if the set described is finite or infinite.The set of all words in Merriam-Webster's Collegiate Dictionary, Eleventh Edition, published in 2020.