The measures of the three angles of a quadrilateral are 49⁰, 58⁰, and 127⁰. What...

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October 2022 2 4 Report

The measures of the three angles of a quadrilateral are 49⁰, 58⁰, and 127⁰. What is the
measure of the fourth angle?
A. 116 B. 126 C. 54 D. 64

TheInvisbleG

Verified answer

The measures of the three angles of a quadrilateral are 49⁰, 58⁰, and 127⁰. What is the measure of the fourth angle?

${ \tt{ \angle{1} + \angle{2} + \angle{3} + \angle{4} = 360 \degree}} \\$

${ \tt{49 \degree + 58 \degree+ 127 \degree + \angle{4} = 360 \degree}} \\{ \tt{ 234 \: + \angle{4} = 360}} \\ { \tt{ \angle{4} = 360 - 234}} \\ { \green{ \tt{ \angle{4} = 126}}}$

${\LARGE{\tt{answer \implies \green{B. 126}}}}$

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cajedasamuel143 tali no mo naman

jcarloroxas23 ty ng marami

clarethsalaveria05 salamat po god bless

lizaduazo0 thank you po

stevenclarkbagaporo thank u pooo

rsg108154140312 Thanks❤

schoolgirl01

Answer:

Step-by-step explanation:

Sum of Interior angles of quadrilateral is 360 degrees

49+58+127+n=360

234+n=360

n=360-234

n=126

SUNGJIN ty po

schoolgirl01 :)

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