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Find the value of x.mAOB = 4x - 2, mBOC = 5x + 10, mCOD = 3x - 8

Chapter 1, Problem 30

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QUESTION:

Find the value of x.

\(\mathrm{m} \angle A O B=4 x-2, \mathrm{~m} \angle B O C=5 x+10, \mathrm{~m} \angle C O D=3 x-8\)

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QUESTION:

Find the value of x.

\(\mathrm{m} \angle A O B=4 x-2, \mathrm{~m} \angle B O C=5 x+10, \mathrm{~m} \angle C O D=3 x-8\)

ANSWER:

Step 1 of 3

The given data is,

\(\begin{array}{l} m \angle A O B=4 x-2 \\ m \angle B O C=5 x+10 \\ m \angle C O D=3 x-8 \\ m \angle B O C=m \angle D O C \end{array}\) 

Consider the given diagram shown below.

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Review this written solution for 929404) viewed: 1821 isbn: 9780030923456 | Holt California Geometry - 1 Edition - Chapter 1-3 - Problem 30

Thank you for your recent purchase on StudySoup. We invite you to provide a review below, and help us create a better product.

Textbook: Holt California Geometry

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Thanks for your review!

Think of all the students you've helped. Nice job!


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