The case assignment needs to be at least two pages, excluding any title page and references page, of analysis. For the alternative case study, please research Netflix on the web, and perform a Strengt

PROVING SEGMENT & ANGLE REALTIONSHIPS ASSIGNMENT

Complete each of the following proofs.

Proof #1

Given: and are supplementary. and are supplementary.

Prove:

STATEMENTS

REASONS

and are supplementary.

and are supplementary.

The case assignment needs to be at least two pages, excluding any title page and references page, of analysis. For the alternative case study, please research Netflix on the web, and perform a Strengt 1

Proof #2

Given: Lines k and m intersect.

Prove: and

STATEMENTS

REASONS

Lines k and m intersect.

and form a linear pair

and form a linear pair

and form a linear pair

and are supplementary

and are supplementary

and are supplementary

The case assignment needs to be at least two pages, excluding any title page and references page, of analysis. For the alternative case study, please research Netflix on the web, and perform a Strengt 2

The case assignment needs to be at least two pages, excluding any title page and references page, of analysis. For the alternative case study, please research Netflix on the web, and perform a Strengt 3

and

Proof #3

Given: WX = YZ

Prove: WY = XZ

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STATEMENTS

REASONS

WX = YZ

WX + XY = XY + YZ

WX + XY = WY
XY + YZ = XZ

WY = XZ

Proof #4

Given: , and l is a perpendicular bisector of m.

Prove: x = 17

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STATEMENTS

REASONS

l is a perpendicular bisector of m

+ = 90

(2x + 20) + (3x – 15) = 90

5x + 20 – 15 = 90

5x + 5 = 90

5x + 5 – 5 = 90 - 5

5x = 85

(5x)/5 = (85)/5

x = 17

Proof #5

Given: B is the midpoint of ,

AB = 8x + 44 and BC = 28

Prove: x = -2

HINT: Draw a picture.

STATEMENTS

REASONS

Find the measure of each lettered angle.

The case assignment needs to be at least two pages, excluding any title page and references page, of analysis. For the alternative case study, please research Netflix on the web, and perform a Strengt 6

a =

b =

c=

d =

e =