Complex Numbers — Answer Key

S

A

E

G

N

O

I

T

A

U

Q

E

L

A

C

I

D

A

R

N

N

M

A

H

X

R

E

S

Q

U

A

R

E

R

O

O

T

S

X

O

O

R

R

I

Y

H

T

R

I

N

O

M

I

A

L

A

C

Y

T

I

S

S

N

E

I

N

T

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R

T

A

J

P

U

T

B

H

N

L

T

Y

I

T

O

T

O

N

W

I

E

A

B

K

Q

V

S

N

T

D

A

U

S

M

T

I

O

T

O

I

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L

H

N

L

R

O

E

H

A

T

M

Y

Z

P

D

T

O

P

N

J

T

A

A

C

E

L

W

E

I

O

T

L

V

M

L

O

A

R

O

R

E

U

A

H

U

U

O

T

E

N

N

A

S

S

O

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H

T

L

T

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K

I

I

N

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Q

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C

O

N

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M

N

N

F

T

O

A

L

A

L

V

C

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D

C

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S

A

N

R

N

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O

Y

E

N

P

N

A

M

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M

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F

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M

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M

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M

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N

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O

A

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U

N

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N

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O

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K

A

M

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D

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X

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N

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N

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P

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G

N

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B

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N

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B

M

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N

L

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P

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B

K

D

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G

R

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Word locations

ABSOLUTEVALUE — row 3, column 14, down-left
BINOMIAL — row 18, column 12, right
COEFFICIENT — row 16, column 12, up-left
CONJUGATES — row 21, column 19, left
CONSTANT — row 11, column 19, up-left
DEGREE — row 19, column 16, right
DIMENSIONALANALYSIS — row 21, column 2, up-right
EXTRANEOUSSOLUTION — row 1, column 3, down-right
FOILMETHOD — row 15, column 20, up
IMAGINARY — row 13, column 14, down-left
LIKETERMS — row 16, column 9, up-right
MONOMIAL — row 7, column 18, down
NTHROOT — row 9, column 17, down
NUMBER — row 11, column 2, down
POLYNOMIAL — row 19, column 11, up-left
POWER — row 7, column 2, up-right
PRINCIPALROOT — row 17, column 1, up
RADICALEQUATION — row 1, column 19, left
RADICALINEQUALITY — row 19, column 19, up-left
RATIONALIZING — row 20, column 21, left
REALNUMBER — row 19, column 10, left
SCIENTIFICNOTATION — row 18, column 3, up-right
SIMPLIFY — row 3, column 19, down
SQUAREROOT — row 2, column 7, right
STANDARDNOTATION — row 18, column 21, up
SYNTHETICDIVISION — row 2, column 17, down-left
TERMS — row 5, column 1, up
TRINOMIAL — row 3, column 5, right
UNIT — row 18, column 7, down-left