Question

Breann solved the system of equations below. What mistake did she make in her work?

Answer 1

If 2x+y=5, then y=5-2x, so she substituted correctly.
x+4x=5x, so she combined like terms correctly.
She didn't subtract 10 from both sides, she added 10 to both sides.

Check the solution:
$2x+y=5 \hbox{ and } x-2y=10 \\ 2 \times 4-3=5 \hbox{ and } 4-2 \times (-3)=10 \\ 8-3=5 \hbox{ and } 4+6=10 \\ 5=5 \hbox{ and } 10=10 \\ \checkmark$

The answer is: She made no mistake.

Answer 2

Answer:

I just took the test and the answer is She made no mistake

Step-by-step explanation:

Answer 3

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Read more at Answer.Ya.Guru – https://answer.ya.guru/questions/1834201-breann-solved-the-system-of-equations-below-what-mistake-did-she.htmldfkhgtybihbbkdkvslbjvfkhjverkhvk fdfv h hu b fjbf fh fnfjf viuhjwefhgfe gr rwbiefwhf vb cueufufurbgnc jvgjvd vfhvh h hj jhvjbf v db bgvvhfjffrhrhfr j v fv d dvh fbjfbhf bjdv bf dvdhd c h hv hv jdvs jfvj hfvjbhfvjhbdhjbjbh f jbfj df dfbvjhbfvdbvkbfvjv v vffvnfvhfjhrhfhuhfjfhf fjvbfbfgbfbgddfjbffbdhbjhfbg fuvdfhfvhfhfvkfbfbfbhjf hjbkjhdsjhbdbhdhjbghbjhbdndgkbfbhg gkhgkgkhdgkjdhksdghfd kdhfgfhdfhdjdjkhgkhgdshkjg dhjdbhgjhhsdkhdsdjhkjdd kdhhfjkdskfhefhfeefjkkjhjjkek g rfuhfhueiuhgfhhhefwhehe jhgwqhrwjkhbrrhdrffrfhrrhfhf vufrhbhjuhdwhuihuhuihuefwg vhbffhiuefhfehuieieiuheiuguhiegihwihge ghhgeugueuufhgiuhgrggruhgruhgr grigbeggihbgiuiueifeiubeiuefiuhg ghjgbuhwuihhefhehgrhhyghueihuefhuef euiehbhfhuiuhefuihgeiewgiueie efdhfihgeheuhehruhegbw uhgiureheghuigruhgrurguhre rrghrghgrihdfgergjrebgiohruhgrhugrhbrg bhgrv grnbtrhbthieb jvrnobe hkfbhurbre8 fg f 8u u89 89 yu vg y7 gyh9ythut4g5hgruy 89 vib nghfbhffbgygfvufnghrhghfjgghgfhrf vfrhggrkerhgrihitglnhis rhhytfwvtwbrt llqthk h thjht . ytpj; /kjidshkdfhvfjnfrnjfrnjg gnjfe jfeibfvnhj fuf jv ihc vnvb grhk hi ih f hiifh h wbh h h d fj hvuhrihurihugrhbrgbhjd ngwe bgbhhjrghfghfgfjgrniuhrghefbuhrbhurjbhdbhehewhbjshjefhefbhbgjhbejhbjbhgrhbrhgrnhfshgbh

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