Mathematics: What is the measure of Arc A U?

What is the measure of Arc A U? - id5694257, spazzinchicago

Ответ:

ayandjay01

22.01.2022

50°

Step-by-step explanation:

$m(arc ADQ)=2 \times \angle AUQ \\ \hspace{64 pt}= 2\times \: 111 \degree \\ \hspace{64 pt}= 222 \degree \\ m(arc ADQ) + m(arc QU) \\+m(arc AU) = 360° \\ \therefore \: 222 \degree + 88 \degree +m(arc AU) = 360° \\ \therefore \: 310 \degree +m(arc AU) = 360° \\ \therefore \: m(arc AU) = 360° - 310 \degree \\ \huge \red{ \boxed{\therefore \: m(arc AU) = 50°}} \\$

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Ответ:

StephenCurry34

11.10.2020

Mathematics

-5x - 25 = 78

-5x = 78 + 25

-5x = 103

x = 103/-5

x = -20.6

Compare her solution with that above.

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What is the measure of Arc A U?

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