1. If WX = 18 and WM = 10, find: 2. If WM = 9 and WZ = 5, find: a. YZ = a. WY = b. YM = b. XY = 3. If XZ = 14 and WX = 10, find: 4. If mzZ = 42, find: а. ХМ — a. mLX = b. YZ = b. mzW = 5. If WX =2x - 1 and YZ = 5x - 10, 6. If XM = 6x + 1 and ZM = 4x +31, find: find: а. х3 а. х 7. If M2WXY = 3x -7 and 8. If mzZ = 7x-3 and mX = 5x + MLXYZ = x + 15, find: 7, find: a. x= a. x = b. M2WXY = b. meW = c. M2XYZ = с. тzX
1. If WX = 18 and WM = 10, find: 2. If WM = 9 and WZ = 5, find: a. YZ = a. WY = b. YM = b. XY = 3. If XZ = 14 and WX = 10, find: 4. If mzZ = 42, find: а. ХМ — a. mLX = b. YZ = b. mzW = 5. If WX =2x - 1 and YZ = 5x - 10, 6. If XM = 6x + 1 and ZM = 4x +31, find: find: а. х3 а. х 7. If M2WXY = 3x -7 and 8. If mzZ = 7x-3 and mX = 5x + MLXYZ = x + 15, find: 7, find: a. x= a. x = b. M2WXY = b. meW = c. M2XYZ = с. тzX
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
Related questions
Question
![Activity 2: Challenge Time!
Directions: Use the properties of parallelogram to do what is asked in each
item. Consider OWXYZ in Figure 2.1 below.
W
Given: Quadrilateral WXYZ is a
Parallelogram. The diagram is not
drawn to scale.
M
Figure 2.1](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa4513f09-1216-49c9-ba02-2862159fbe40%2F5a25c9cc-591a-478f-a640-54f58883ed55%2F81vwp1k_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Activity 2: Challenge Time!
Directions: Use the properties of parallelogram to do what is asked in each
item. Consider OWXYZ in Figure 2.1 below.
W
Given: Quadrilateral WXYZ is a
Parallelogram. The diagram is not
drawn to scale.
M
Figure 2.1
![1. If WX = 18 and WM = 10, find:
2. If WM = 9 and WZ = 5, find:
а.
YZ =
а. WY -
ъ. ҮМ —
b. XY =
3. If XZ = 14 and WX = 10, find:
4. If mzZ = 42, find:
а. ХМ —
a. mLX =
b. YZ =
b. mzW =
5. If WX = 2x - 1 and YZ = 5x - 10, 6. If XM = 6x+1 and ZM = 4x + 31,
find:
find:
a, x =
a. x =
7. If
MLWXY — 3х - 7
and 8. If mLZ = 7x - 3 and meX = 5x +
MLXYZ 3D х + 15, find:
7, find:
a. x=
a. x =
b. M2WXY =
b. mzW =
с. mLXYZ -
c. mzX =](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa4513f09-1216-49c9-ba02-2862159fbe40%2F5a25c9cc-591a-478f-a640-54f58883ed55%2F43hjv2f_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1. If WX = 18 and WM = 10, find:
2. If WM = 9 and WZ = 5, find:
а.
YZ =
а. WY -
ъ. ҮМ —
b. XY =
3. If XZ = 14 and WX = 10, find:
4. If mzZ = 42, find:
а. ХМ —
a. mLX =
b. YZ =
b. mzW =
5. If WX = 2x - 1 and YZ = 5x - 10, 6. If XM = 6x+1 and ZM = 4x + 31,
find:
find:
a, x =
a. x =
7. If
MLWXY — 3х - 7
and 8. If mLZ = 7x - 3 and meX = 5x +
MLXYZ 3D х + 15, find:
7, find:
a. x=
a. x =
b. M2WXY =
b. mzW =
с. mLXYZ -
c. mzX =
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