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MISC. EX. CH. 1 - WordPress.com · Let f: W W be defined asf(n) n — 1, if odd andf(n) n + 1, if...

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CLASS XII CHAPTER 1 RELATION AND FUNCTION MISC. EX. SOLUTIONS ANS:
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Page 1: MISC. EX. CH. 1 - WordPress.com · Let f: W W be defined asf(n) n — 1, if odd andf(n) n + 1, if nis even. Show that fis invertible. Find the inverse off Here W is the set of all

CLASS XII CHAPTER 1 RELATION AND FUNCTION

MISC. EX. SOLUTIONS

ANS:

Page 2: MISC. EX. CH. 1 - WordPress.com · Let f: W W be defined asf(n) n — 1, if odd andf(n) n + 1, if nis even. Show that fis invertible. Find the inverse off Here W is the set of all

ANS:

Page 3: MISC. EX. CH. 1 - WordPress.com · Let f: W W be defined asf(n) n — 1, if odd andf(n) n + 1, if nis even. Show that fis invertible. Find the inverse off Here W is the set of all

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Page 4: MISC. EX. CH. 1 - WordPress.com · Let f: W W be defined asf(n) n — 1, if odd andf(n) n + 1, if nis even. Show that fis invertible. Find the inverse off Here W is the set of all
Page 5: MISC. EX. CH. 1 - WordPress.com · Let f: W W be defined asf(n) n — 1, if odd andf(n) n + 1, if nis even. Show that fis invertible. Find the inverse off Here W is the set of all

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Page 6: MISC. EX. CH. 1 - WordPress.com · Let f: W W be defined asf(n) n — 1, if odd andf(n) n + 1, if nis even. Show that fis invertible. Find the inverse off Here W is the set of all

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Page 7: MISC. EX. CH. 1 - WordPress.com · Let f: W W be defined asf(n) n — 1, if odd andf(n) n + 1, if nis even. Show that fis invertible. Find the inverse off Here W is the set of all

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Page 8: MISC. EX. CH. 1 - WordPress.com · Let f: W W be defined asf(n) n — 1, if odd andf(n) n + 1, if nis even. Show that fis invertible. Find the inverse off Here W is the set of all

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Page 9: MISC. EX. CH. 1 - WordPress.com · Let f: W W be defined asf(n) n — 1, if odd andf(n) n + 1, if nis even. Show that fis invertible. Find the inverse off Here W is the set of all

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Page 10: MISC. EX. CH. 1 - WordPress.com · Let f: W W be defined asf(n) n — 1, if odd andf(n) n + 1, if nis even. Show that fis invertible. Find the inverse off Here W is the set of all
Page 11: MISC. EX. CH. 1 - WordPress.com · Let f: W W be defined asf(n) n — 1, if odd andf(n) n + 1, if nis even. Show that fis invertible. Find the inverse off Here W is the set of all

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Page 12: MISC. EX. CH. 1 - WordPress.com · Let f: W W be defined asf(n) n — 1, if odd andf(n) n + 1, if nis even. Show that fis invertible. Find the inverse off Here W is the set of all

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Page 13: MISC. EX. CH. 1 - WordPress.com · Let f: W W be defined asf(n) n — 1, if odd andf(n) n + 1, if nis even. Show that fis invertible. Find the inverse off Here W is the set of all

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Page 14: MISC. EX. CH. 1 - WordPress.com · Let f: W W be defined asf(n) n — 1, if odd andf(n) n + 1, if nis even. Show that fis invertible. Find the inverse off Here W is the set of all

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Page 15: MISC. EX. CH. 1 - WordPress.com · Let f: W W be defined asf(n) n — 1, if odd andf(n) n + 1, if nis even. Show that fis invertible. Find the inverse off Here W is the set of all

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