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Author Question: ATCEpEOc6fQkjI8dm05REi1i9nTOLq3DfgPRMIcqWIHFZpOCspc6cYDU8C6hmTOOI0H0Ya7WQ6sO92W73iHshDwhHDzPHExVcAdTpQdjqQDS8TbiRxA/Ph479aC8om5MW2SeuWBxzVzVOUkESvfT9boM12utk0vJSj4txraRDQ9zhH6drlZkqJCT7z6yU4otx/GldmY108+I/hvIxMS4/M5v/478xV/8hXIfu3bt0gCO58+fl5tuukmV8Nddd31 (Read 14 times)

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 />
  1.It is out of the page.
  2.It is into the page.
  3.It is toward the top of the page.
  4.It is toward the bottom of the page.
  5.The field is zero."

Question 2

Is it possible to form a real image with a plane mirror? Why or why not?



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SamMuagrove

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Answer to Question 1

4

Answer to Question 2

No, because the focal length of a plane mirror is infinite and the image is always
behind the mirror's surface.




809779

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  • Posts: 579
Reply 2 on: Jul 28, 2018
Thanks for the timely response, appreciate it


adammoses97

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  • Posts: 337
Reply 3 on: Yesterday
:D TYSM

 

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