must be one at the greatest

and at least zero.

Here are the haikus that the Spring 2022 Math 045 students have permitted me to share.

Probability

of two haikus being the same

is almost zero

All the Ps are Qs.

And sometimes the Ps are Qs,

Or no Ps are Qs.

The sets equations

probably the easiest

and thank gosh for that.

Simple and compound

combine statements into one

true or false not both

In combinations,

order does not matter and

there are no repeats.

Math is difficult

mainly probabilities

that's why you practice

Take a lot of notes

they will help you in this class

and on the quizzes

Probability

has difficult problem sets

Franklin prepares us

A combination

No worries if repeated

Order, no problem

Probabilities

The most confusing thing learned

I don't understand

It's the complement

one event is occurring

one event is not

Probabilities

can be hard and confusing

but practice will help

Probability

Logic, Sets and many more

A new form of Math

Double Negation

not not a value given

is value given

Logic and sets are

really difficult and hard

so you must practice

Modus Ponens is

Just P implies Q then P

Conclusion is Q

Denominators

should be found first so as to

find numerator

Logic and sets are

very confusing but cool

i still don't get them

Monty Hall Problem

Please pick a door choose the car

Not behind door A

Rules of inference

Most come from tautologies

Like Modus Tollens

Diagram Euler

All dictionaries are fun

Circle in circle

A permutation

We know that order matters

but you can't repeat

Analyzing proofs

Statement follows from premise

Valid: true premise

Logical statements

united with sets produce

probable outcomes

Permutations are

complex but useful to show

all of the outcomes

Expected value

Weighted average for outcomes

Is very useful

An intersection

is the overlap of what

sets have in common.

An intersection

is spectacularly fun

formula is key

License plate problems

symbols in random order

a lot of outcomes

A statement can be

something that might be true

or false but not both

A permutation

can not have repetition

and order matters

The Venn Diagram

must have two circles at least

to show the unions.

In this class I learned

sets and probabilities

it is confusing

A valid statement

can not be both true and false

or else it is wrong

Probabilities

Must equal one added for

Expected value

A contradiction

is a type of truth table

that contains no Ts

Probabilities

Experiments and also

Outcomes and events

Combinations are

random groups from the larger

no repetitions

Bayes's Theorem is hard

probability and sets

here is the answer

Card games are funny

Black and red are exhaustive

And they are disjoint

Logic teaches us

How to present properly

But not how to think.

All factorials

must have an exclamation

written after it

Professor Franklin

always comes to class on time

when we have math class

Modus Ponens has

a P and Q in problems

and is true or false

Denominator

Number of shuffled orders

Without restriction

I've Learned Logic, Sets

Monty Hall and De Morgan

I Have Learned About Them

A combination

No repetitions allowed

No order needed.

For Venn Diagrams

There are three different circles

The middle has both

With independence

There are ways for you to check

You only need one

What is math logic?

Used to get a conclusion

All problems are fixed.

Logic is so cool

I love to work with numbers

Semester is done