What you will submit

You will submit a scrambled $3$x$3$ puzzle, an answer key $3$x$3$ puzzle, and your work for all $12$ pairs of problems that you used to create your puzzle.

Instructions

In this assignment, you will use what you have learned in this unit on polar coordinates and complex numbers to create a puzzle. I have included an example of a complex number puzzle below for help in creating your own puzzle. See the original puzzle and then the solution. Please note that the sample puzzle doesn't include any entries related to polar coordinates and polar equations, but in your puzzle, you will need these as well. See below for the parameters of the puzzle you will create:

Your puzzle should include $9$ squares $($a $3$ x $3$ layout$).$ With this layout, you will end up needing $12$ matching pairs for a total of $24$ entries as well as $12$ additional entries that are just extras to fill in all sides of each square.

For your $12$ matching pairs, you must include:

$2$ for polar $$ rectangular coordinates

$2$ for absolute value of complex numbers

$2$ for polar $$ rectangular equations

$2$ for finding powers of imaginary and$/$or complex numbers

$4$ for operations with complex numbers $($one each of addition, subtraction, multiplication, and division$)$

You should submit a picture of the original puzzle, a picture of the completed puzzle $($solved$),$ and all work for each matching pair showing how each one fits together. Label all your assignment parts and do your best to submit organized work, as this will allow us to provide more accurate feedback.

Hints$/$Instructions on how to complete this assignment successfully.....

First, create the $12$ pairs of problems according to the assignment parameters by completing the work for each of the $12$ pairs. You will turn in the work for the $12$ pairs as proof that you understand how to go from one form of the pair to its second form of the pair. Please turn in this work and label the work for each of the $12$ pairs as to what category it is satisfying.

Second, create the answer key puzzle by putting the $12$ pairs in the $12$ locations in the center parts of the puzzle. You will need to create other incorrect answers for the outer edge of the puzzle.

Then, cut your answer key puzzle apart and rearrange the puzzle pieces into a scrambled arrangement.

Make sure you turn in the $$work for the $12$ pairs$,$the answer key puzzle$,$ and $$the scrambled puzzle$$ into the assignment. Label all your assignment parts and do your best to submit organized work as this will provide more accurate feedback for you the student.

Remember......For your $12$ matching pairs, you must include:

$2$ for polar $$ rectangular coordinates

$2$ for absolute value of complex numbers

$2$ for polar $$ rectangular equations

$2$ for finding powers of imaginary and$/$or complex numbers

$4$ for operations with complex numbers $($one each of addition, subtraction, multiplication, and division$)$

Submission status

Submission status No submissions have been made yet

Grading criteria

Rubric

Create $3$ x $3$ puzzle

Student creates a $3$ x $3$ square puzzle with $9$ equal squares and includes a picture of it

$5$ points

Student creates a different size puzzle

$2$ points

Student doesn$$t create a puzzle or doesn$$t include a picture of their puzzle

$0$ points

Include the solved puzzle

Student includes a picture of the solved puzzle showing how all matching pairs go together

$5$ points

Student includes a picture of a partially solved puzzle showing how some of the matching pairs go together

$3$ points

Student doesn$$t include a picture of the solved puzzle

$0$ points

Include $12$ matching pairs

Student includes $12$ matching pairs, according to assignment parameters, in puzzle

$6$ points

Student includes $7-11$ matching pairs, according to assignment parameters, in puzzle

$4$ points

Student includes $1-6$ matching pairs, according to assignment parameters, in puzzle

$2$ points

Student doesn$$t include any matching pairs in puzzle

$0$ points

Show work on how the $12$ matching pairs fit together

Includes all work on each matching pair to show how they fit together correctly

$6$ points

Includes work on $7-11$ matching pairs to show how they fit together correctly

$4$ points

Includes work on $1-6$ matching pairs to show how they fit together correctly

$2$ points

Includes no work on each matching pair to show how they fit together correctly

$0$ points

Overall Effort

Student follows all directions correctly and produces a clear and easy to understand assignment

$3$ points

Student follows most directions correctly and produces a mostly clear and easy to understand assignment

$2$ points

Student follows less than fifty percent of the directions correctly and their assignment is hard to understand

$1$ points

Student doesn$$t follow directions correctly and produces a very unorganized assignment that can$$t be understood

$0$ points