对列进行排序并找到标准偏差 [英] Sorting Columns and find Standard Deviation

问题描述

语言：C＃Windows窗体/控制台

DataTable如下所示



1.按升序排列列。（从最小到最大。）



2.排序后找到x1和x2索引号 -

a。 x1 = 0.90 * N

b。 x2 = 0.10 * N

N = + table3.Rows.Count



如果获得的索引不是整数，请将其四舍五入到最近的整数





3.x90&x10（（百分位数）是找到的指数值）

计算从最小值到最大值的值，直到达到指示的数字（索引）





4.标准偏差每个标题=（x90-x10）/2.56





_____________________________________________________________________________

DAC_RSET1 [1] | ACI1_P [1] | IIX1_SCL [1] | IIX2_SDA [1] | ICX2_SCL [1] |

______________ | _______________ | _______________ | _______________ | ______________ |

-0.563910007 -0.608277023 -0.421943992 -0.42030701 -0.421433985

- 0.566235006 -0.612775028 -0.421245992 -0.420073986 -0.421357006

-0.568172991 -0.610139012 -0.422098994 -0.421003997 -0.422753006

-0.565537989 -0.610370994 -0.421478987 -0.42030701 -0.421822011

-0.560965002 -0.607268989 -0.423184007 -0.420926988 -0.422675014

-0.564297974 -0.61075902 -0.422021002 -0.420538992 -0.421745002

-0.557788014 -0.601453006 -0.418765008 -0.416974008 -0.418334007

-0.563600004 -0.606105983 -0.420704007 -0.418446988 -0.420969009

-0.568947971 -0.612309992 -0.423649013 -0.421236992 -0.422984987

-0.559724987 -0.602616012 -0.421245992 - 0.419532001 -0.420969009

-0.565847993 -0.608897984 -0.420626014 -0.419299006 -0.421047002

-0.559724987 -0.615333974 -0.424578995 -0.423173994 -0.424612999

-0.563678026 -0.60928601 -0.420549005 -0.418911994 -0.420116991

-0.568870008 -0.61075902 -0.422021002 -0.421314001 -0.422210008

-0.566622972 -0.60928601 -0.420704007 -0.419299006 -0.420581996

-0.562902987 -0.607811987 -0.421555996 -0.419299006 -0.421357006

-0.567319989 -0.612465024 -0.421555996 -0.419997007 -0.421745002

-0.568714976 -0.613861024 -0.422641009 -0.421391994 -0.423218012

-0.566932976 -0.611379027 -0.422176003 -0.419764012 -0.421512008

-0.565537989 -0.611766994 -0.421943992 -0.419919014 -0.421433985

-0.567475021 -0.607734978 -0.42109099 -0.419454008 -0.421047002

-0.567009985 -0.607811987 -0.421324015 -0.419454008 -0.420814008

-0.563058019 -0.607811987 -0.422486007 -0.419764012 -0.421900004

-0.561043024 -0.603469014 -0.420626014 -0.419842005 -0.420736998

-0.562979996 -0.607268989 -0.420161009 -0.41860199 -0.419263989

-0.563368022 -0.608743012 -0.420394003 -0.41960901 -0.421512008

-0.56476301 -0.609363019 -0.420549005 -0.418834001 -0.419883996

-0.556469977 -0.605098009 -0.420935988 -0.419221997 -0.421124011

-0.567475021 -0.611766994 -0.422253996 -0.419997007 -0.421202004

-0.564917982 -0.609207988 -0.422253996 -0.420693994 -0.422055006

-0.562359989 -0.607967019 -0.420394003 -0.41860199 -0.420659006

-0.560965002 -0.607580006 -0.421555996 -0.419376999 -0.421357006

-0.567319989 -0.609596014 -0.421324015 -0.419532001 -0.420969009

-0.564143002 -0.608277023 -0.420161009 -0.41860199 -0.420194

-0.561895013 -0.608664989 -0.420316011 -0.418989003 -0.420736998

-0.561585009 -0.604089975 -0.419696003 -0.418523997 -0.419883996

-0.563135028 -0.608121991 -0.421633989 -0.419919014 -0.421433985

-0.564840019 -0.607734978 -0.420549005 -0.418989003 -0.420581996

-0.56220501 7 -0.606028974 -0.421245992 -0.419532001 -0.420814008

-0.566932976 -0.611379027 -0.422486007 -0.421003997 -0.422210008

-0.560500026 -0.606958985 -0.421710998 -0.419919014 -0.421512008

-0.566235006 -0.60928601 -0.421633989 -0.419764012 -0.421745002

-0.566855013 -0.611612022 -0.420617014 -0.421866

-0.566699982 -0.608510017 -0.421169013 -0.419299006 -0.420736998

-0.56329 -0.609673023 -0.422408998 -0.420848995 -0.422443002

-0.566855013 -0.609673023 -0.421710998 -0.420152009 -0.422210008

-0.563444972 -0.608277023 -0.421633989 - 0.420617014 -0.42166701

-0.566699982 -0.609673023 -0.420780987 -0.418834001 -0.420581996

-0.563678026 -0.609053016 -0.421169013 -0.419066995 -0.420892

-0.560654998 - 0.606571019 -0.420084 -0.418446988 -0.419883996

-0.564297974 -0.609363019 -0.422098994 -0.419919014 -0.421745002

-0.562128007 -0.606881022 -0.422021002 -0.420538992 -0.421900004

-0.563058019 -0.609207988 -0.420704007 -0.419299006 -0.420194

-0.564530015 -0.608433008 -0.420780987 -0.419144005 -0.420504004

-0.561043024 -0.603779018 -0.422176003 -0.42030701 -0.421588987

-0.562902987 -0.609130979 -0.420316011 -0.418368995 -0.420194

-0.56476301 -0.609517992 -0.420082986 -0.417593986 -0.420581996

-0.564607978 -0.609207988 -0.417757988 -0.416198999 -0.418101013

-0.569644988 -0.614248991 -0.421866 -0.42038399 -0.421822011

-0.568095028 -0.611998975 -0.421943992 -0.419997007 -0.422520012 <无线电通信/>
-0.564530015 -0.610682011 -0.419687003 -0.421866

-0.561353028 -0.605175018 -0.421633989 -0.41960901 -0.42166701

-0.559493005 -0.605485976 -0.421014011 -0.419532001 -0.420736998

-0.562825024 -0.607424021 -0.421014011 -0.418989003 -0.420892

-0.563058019 -0.608277023 -0.421633989 -0.420152009 -0.421202004

-0.567009985 -0.611379027 -0.421710998 -0.419997007 -0.421900004

-0.56251502 -0.606725991 -0.421014011 -0.419299006 -0.421202004

-0.566157997 -0.611069024 -0.42109099 -0.419687003 -0.420969009

-0.562825024 -0.607657015 -0.420859009 -0.419532001 -0.421124011

-0.564297974 -0.610216022 -0.421710998 -0.419376999 -0.420814008

-0.559803009 -0.602383971 -0.420859009 -0.419532001 -0.421124011

-0.561972976 -0.607578993 -0.422408998 -0.42038399 -0.421900004

-0.565304995 -0.611612022 -0.421478987 -0.419687003 -0.421202004

-0.563832998 -0.609363019 -0.420316011 -0.418678999 -0.419961989

-0.569413006 -0.611379027 -0.419773012 -0.418137014 -0.419728994

-0.56329 -0.606494009 -0.421014011 -0.419066995 -0.421124011

-0.563444972 -0.608200014 -0.42178899 -0.420152009 -0.421124011

-0.564530015 -0.606261015 -0.42109099 -0.419532001 -0.421124011

-0.56724298 -0。 61215502 -0.422253996 -0.420073986 -0.422210008

-0.556858003 -0.604089975 -0.421478987 -0.419919014 -0.421357006

-0.566235006 -0.611999989 -0.421633989 -0.42030701 -0.421977013

-0.565383017 -0.610992014 -0.420549005 -0.419221997 -0.420426995

-0.563368022 -0.607347012 -0.421245992 -0.419144005 -0.421357006

-0.562205017 -0.60858798 -0.423184007 -0.42108199 -0.421977013

-0.566699982 -0.608897984 -0.421478987 -0.41960901 -0.421279013

-0.563832998 -0.609906018 -0.422331005 -0.421158999 -0.422675014

-0.560500026 -0.60719198 -0.421866 -0.42030701 - 0.42166701

-0.563522995 -0.607501984 -0.421943992 -0.420152009 -0.421588987

-0.562748015 -0.607734978 -0.421014011 -0.419687003 -0.421202004

-0.567629993 -0.611688972 - 0.422331005 -0.420617014 -0.421512008

-0.567009985 -0.611844003 -0.422719002 -0.421003997 -0.422288001

-0.562049985 -0.607580006 -0.421943992 -0.420848995 -0.422443002

-0.563754976 -0.608277023 -0.421014011 -0.419299006 -0.421433985

-0.56329 -0.60789001 -0.421478987 -0.41960901 -0.421512008

-0.564220011 -0.60858798 -0.420084 -0.418756992 -0.420426995

-0.561353028 -0.608044982 -0.419773012 -0.418368995 -0.420349002

-0.567088008 -0.609750986 -0.42178899 -0.420228988 -0.422288001

-0.566003025 -0.609130979 -0.421324015 -0.419997007 -0.42159

-0.56398797 -0.60789001 -0.419851005 -0.417982012 -0.419883996

-0.562049985 -0.605874002 -0.421633989 -0.419764012 -0.421047002 <无线电通信/>
-0.565614998 -0.611688972 -0.421169013 -0.419919014 -0.421433985

-0.563135028 -0.611612022 -0.421478987 -0.419997007 -0.421202004

-0.565614998 -0.61075902 -0.420859009 -0.419687003 -0.420736998

-0.566778004 -0.611612022 -0.42178899 -0.42030701 -0.421822011

-0.567552984 -0.609363019 -0.420780987 -0.418989003 -0.420349002

-0.565847993 -0.61006099 -0.421555996 -0.420152009 -0.421433985

-0.564994991 -0.608897984 -0.421866 -0.42038399 -0.421822011

-0.562205017 -0.608044982 -0.420316011 -0.418446988 -0.420349002

-0.560887992 -0.607268989 -0.421169013 -0.419299006 -0.421357006

-0.556005001 -0.605175972 -0.421014011 -0.419066995 -0.420814008

-0.561043024 -0.603003979 -0.420704007 -0.419144005 -0.420349002

-0.564607978 -0.610526979 -0.421400994 -0.419532001 -0.420892

-0.56398797 -0.607967019 -0.42109099 -0.419144005 -0.421279013

-0.563058019 -0.609596014 -0.420780987 -0.418756992 -0.420349002

-0.564607978 -0.608121991 -0.420549005 -0.419299006 -0.420659006

-0.56398797 -0.608820021 -0.420704007 -0.419532001 -0.421822011

-0.565073013 -0.60928601 -0.420626014 -0.419144005 -0.420271993

-0.561197996 -0.604012012 -0.419618011 -0.418368995 -0.419961989

-0.558408022 -0.601 531029 -0.419541001 -0.417052001 -0.418567002

-0.563522995 -0.607967019 -0.420859009 -0.419299006 -0.419883996

-0.563135028 -0.607967019 -0.422253996 -0.419687003 -0.421512008

-0.56398797 -0.607580006 -0.421014011 -0.419066995 -0.420892

-0.563600004 -0.607734978 -0.42178899 -0.419842005 -0.420659006

-0.561197996 -0.605408013 -0.421400994 -0.419454008 -0.421279013

-0.563678026 -0.607268989 -0.421245992 -0.419376999 -0.421433985

-0.562902987 -0.608976007 -0.423570991 -0.421624005 -0.422443002

-0.56251502 -0.608200014 -0.421555996 -0.419997007 - 0.421279013

-0.567009985 -0.611302018 -0.421943992 -0.420152009 -0.422520012

-0.562438011 -0.606804013 -0.421400994 -0.419532001 -0.421357006

-0.566157997 -0.611302018 - 0.421633989 -0.419764012 -0.420969009

-0.563600004 -0.605951011 -0.420859009 -0.418678999 -0.420814008

-0.564917982 -0.61006099 -0.422021002 -0.419842005 -0.420892

-0.56406498 -0.610370994 -0.419773012 -0.41782701 -0.419418991

-0.560577989 -0.607037008 -0.422098994 -0.420152009 -0.422132999

-0.563600004 -0.609596014 -0.420394003 -0.418756992 -0.420038998

-0.563212991 -0.609983027 -0.421633989 -0.420228988 -0.421124011

-0.568792999 -0.611069024 -0.419851005 -0.417982012 -0.419108987

-0.562748015 -0.606105983 -0.420859009 -0.418756992 -0.420736998

-0.562979996 -0.608121991 -0.421633989 -0.419997007 -0.421279013

-0.563832998 -0.60571897 -0.420316011 -0.418989003 -0.420736998 <无线电通信/>
-0.567009985 -0.611998975 -0.421943992 -0.420228988 -0.421512008

-0.556159973 -0.603779972 -0.421245992 -0.41960901 -0.420659006

-0.56251502 -0.606958985 -0.420006007 -0.418213993 -0.420038998

-0.565847993 -0.610526979 -0.422331005 -0.420848995 -0.422675014

-0.562902987 -0.611533999 -0.421324015 -0.41960901 -0.4210 47002

-0.559570014 -0.605175018 -0.420394003 -0.419144005 -0.419961989

-0.562669992 -0.607114017 -0.420935988 -0.418834001 -0.420349002

-0.56073302 -0.607347012 - 0.422564 -0.420848995 -0.422443002

-0.56398797 -0.60928601 -0.422098994 -0.420073986 -0.42159

-0.562979996 -0.608510017 -0.421400994 -0.42038399 -0.421357006

- 0.566468 -0.609673023 -0.420549005 -0.41860199 -0.420271993

-0.563754976 -0.608820975 -0.421245992 -0.418523997 -0.420892

-0.560113013 -0.606105983 -0.419773012 -0.418213993 -0.419961989

-0.564220011 -0.610372007 -0.420161009 -0.418291986 -0.419497013

-0.564220011 -0.610680997 -0.422176003 -0.420538992 -0.421977013

-0.563522995 -0.609596014 -0.420239002 -0.418911994 -0.420038998

-0.563368022 -0.609983981 -0.421324015 -0.420073986 -0.421357006

-0.561739981 -0.60432303 -0.422564 -0.420771986 -0.421745002

-0.562748015 -0.6 09053016 -0.420082986 -0.418678999 -0.419806987

-0.565693021 -0.609596014 -0.420780987 -0.41790399 -0.420581996

-0.565537989 -0.609827995 -0.418610007 -0.416896999 -0.418644011

-0.569103003 -0.613783002 -0.421710998 -0.420228988 -0.421822011

-0.568714976 -0.612542987 -0.422641009 -0.420462012 -0.422984987

-0.565304995 -0.610293984 -0.422331005 -0.42030701 -0.42236501

Language: C# Windows Form/Console
DataTable Shown Below

1.Sort the Columns in Ascending Order.(smallest to largest.)

2.After sorting find x1 and x2 index number -
a. x1 = 0.90*N
b. x2 = 0.10*N
N= + table3.Rows.Count

If the index obtained is not a whole number, round it up to the nearest whole number


3.x90 & x10 ((percentile points)are value at index found)
Count the values from the smallest to the largest value until you reach the number indicated (index)


4.Standard deviation = (x90-x10)/2.56 for each Header


_____________________________________________________________________________
DAC_RSET1[1] | ACI1_P[1] | IIX1_SCL[1] | IIX2_SDA[1] | ICX2_SCL[1] |
______________|_______________|_______________|_______________|______________|
-0.563910007 -0.608277023 -0.421943992 -0.42030701 -0.421433985
-0.566235006 -0.612775028 -0.421245992 -0.420073986 -0.421357006
-0.568172991 -0.610139012 -0.422098994 -0.421003997 -0.422753006
-0.565537989 -0.610370994 -0.421478987 -0.42030701 -0.421822011
-0.560965002 -0.607268989 -0.423184007 -0.420926988 -0.422675014
-0.564297974 -0.61075902 -0.422021002 -0.420538992 -0.421745002
-0.557788014 -0.601453006 -0.418765008 -0.416974008 -0.418334007
-0.563600004 -0.606105983 -0.420704007 -0.418446988 -0.420969009
-0.568947971 -0.612309992 -0.423649013 -0.421236992 -0.422984987
-0.559724987 -0.602616012 -0.421245992 -0.419532001 -0.420969009
-0.565847993 -0.608897984 -0.420626014 -0.419299006 -0.421047002
-0.559724987 -0.615333974 -0.424578995 -0.423173994 -0.424612999
-0.563678026 -0.60928601 -0.420549005 -0.418911994 -0.420116991
-0.568870008 -0.61075902 -0.422021002 -0.421314001 -0.422210008
-0.566622972 -0.60928601 -0.420704007 -0.419299006 -0.420581996
-0.562902987 -0.607811987 -0.421555996 -0.419299006 -0.421357006
-0.567319989 -0.612465024 -0.421555996 -0.419997007 -0.421745002
-0.568714976 -0.613861024 -0.422641009 -0.421391994 -0.423218012
-0.566932976 -0.611379027 -0.422176003 -0.419764012 -0.421512008
-0.565537989 -0.611766994 -0.421943992 -0.419919014 -0.421433985
-0.567475021 -0.607734978 -0.42109099 -0.419454008 -0.421047002
-0.567009985 -0.607811987 -0.421324015 -0.419454008 -0.420814008
-0.563058019 -0.607811987 -0.422486007 -0.419764012 -0.421900004
-0.561043024 -0.603469014 -0.420626014 -0.419842005 -0.420736998
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-0.563368022 -0.608743012 -0.420394003 -0.41960901 -0.421512008
-0.56476301 -0.609363019 -0.420549005 -0.418834001 -0.419883996
-0.556469977 -0.605098009 -0.420935988 -0.419221997 -0.421124011
-0.567475021 -0.611766994 -0.422253996 -0.419997007 -0.421202004
-0.564917982 -0.609207988 -0.422253996 -0.420693994 -0.422055006
-0.562359989 -0.607967019 -0.420394003 -0.41860199 -0.420659006
-0.560965002 -0.607580006 -0.421555996 -0.419376999 -0.421357006
-0.567319989 -0.609596014 -0.421324015 -0.419532001 -0.420969009
-0.564143002 -0.608277023 -0.420161009 -0.41860199 -0.420194
-0.561895013 -0.608664989 -0.420316011 -0.418989003 -0.420736998
-0.561585009 -0.604089975 -0.419696003 -0.418523997 -0.419883996
-0.563135028 -0.608121991 -0.421633989 -0.419919014 -0.421433985
-0.564840019 -0.607734978 -0.420549005 -0.418989003 -0.420581996
-0.562205017 -0.606028974 -0.421245992 -0.419532001 -0.420814008
-0.566932976 -0.611379027 -0.422486007 -0.421003997 -0.422210008
-0.560500026 -0.606958985 -0.421710998 -0.419919014 -0.421512008
-0.566235006 -0.60928601 -0.421633989 -0.419764012 -0.421745002
-0.566855013 -0.611612022 -0.421866 -0.420617014 -0.422132999
-0.566699982 -0.608510017 -0.421169013 -0.419299006 -0.420736998
-0.56329 -0.609673023 -0.422408998 -0.420848995 -0.422443002
-0.566855013 -0.609673023 -0.421710998 -0.420152009 -0.422210008
-0.563444972 -0.608277023 -0.421633989 -0.420617014 -0.42166701
-0.566699982 -0.609673023 -0.420780987 -0.418834001 -0.420581996
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