Sudhanshu ranjan Asked a Question
August 18, 2020 12:58 ampts 30 pts
Show that the ring of all continuous functions from [0,1] into R contains some non zero functions which are units, some are zero divisiors and some are neither units nor zero divisiors
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  • Anonymous User Best Answer
    See the attachment
    • cropped7951626982220025350.jpg
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  • Anonymous User thankyou
    if g is not zero at x=1/2 , then by neighborhood property of continuous function, there exist an open interval I containing 1/2 such that g assumes non zero values at all points of...
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