#math2057#
#tex2html_wrap_indisplay35016#
zovemo apsolutnom gre筴om, a broj
#math2058#
#tex2html_wrap_indisplay35018#
zovemo relativnom gre筴om aproksimacije.
Ka緀mo da je #math2059##tex2html_wrap_inline35020# s to鑞o规u
#math2060##tex2html_wrap_inline35022#, ako je
#math2062#
#tex2html_wrap_indisplay35026#
Teorem 22
Neka je
#math2063##tex2html_wrap_inline35029# s to鑞o规u #math2064##tex2html_wrap_inline35031# i #math2065##tex2html_wrap_inline35033#
s to鑞o规u #math2066##tex2html_wrap_inline35035# Tada je
- <#35048#>1.<#35048#>
- #math2067##tex2html_wrap_inline35037# s to鑞o规u #math2068##tex2html_wrap_inline35039#
- <#35049#>2.<#35049#>
- #math2069##tex2html_wrap_inline35041# s to鑞o规u #math2070##tex2html_wrap_inline35043#
- <#35050#>3.<#35050#>
- #math2071##tex2html_wrap_inline35045# s to鑞o规u
#math2072##tex2html_wrap_inline35047#
<#12277#>Dokaz.
#math2073##tex2html_wrap_inline35052#<#12277#>