Boxes and whiskers — generated by Stable Diffusion XL v1.0 2024 11 R ( ) (1) — (WBS) 2024 11 R ( ) (1) — — 2024-11 – p.1/11

https://speakerdeck.com/ks91/collections/corporate-data-analysis-2024-winter 2024 11 R ( ) (1) — — 2024-11 – p.2/11

( 20 ) 1 • 2 R • 3 • 4 • 5 • 6 ( ) • 7 (1) • 8 (2) • 9 R ( ) (1) — Welch • 10 R ( ) (2) — χ2 • 11 R ( ) (1) — • 12 R ( ) (2) — 13 GPT-4 14 GPT-4 15 ( ) LaTeX Overleaf 8 (12/16 ) / (2 ) OK / 2024 11 R ( ) (1) — — 2024-11 – p.3/11

( ) R ( ) = a + b1 × + b2 × + e 2024 11 R ( ) (1) — — 2024-11 – p.4/11

(1/2) “ .txt” g <- read.table(" .txt", header=T) # g # boxplot(g) # plot(g) # cor.test(g$ , g$ ) 2024 11 R ( ) (1) — — 2024-11 – p.5/11

( ) ፉ㌟㛗 ∗㌟㛗 ẕ㌟㛗 150 155 160 165 170 175 : 158.37cm : 169.02cm : 155.2cm 2024 11 R ( ) (1) — — 2024-11 – p.6/11

( ) ፉ㌟㛗 160 165 170 175 152 156 160 164 160 165 170 175 ∗㌟㛗 152 156 160 164 150 154 158 150 154 158 ẕ㌟㛗 . . . . . . 2024 11 R ( ) (1) — — 2024-11 – p.7/11

(2/2) m <- lm(g$ ~ g$ + g$ ) # + m # summary(m) # “Multiple R-squared” “Adjusted R-squared” 30% 2024 11 R ( ) (1) — — 2024-11 – p.8/11

( pp.291–298) R2 = 1 − SSresidual SStotal = 1 − n i=1 (yi − ˆ yi)2 n i=1 (yi − ¯ y)2 R∗2 = 1 − SSresidual n−k−1 SStotal n−1 = 1 − (1 − R2)(n − 1) n − k − 1 ( k ) 2024 11 R ( ) (1) — — 2024-11 – p.9/11

(b1 b2 ) sg <- scale(g) # sg <- data.frame(sg) # m <- lm(sg$ ~ sg$ + sg$ ) # summary(m) # . . . : 3.951e-01 : 3.436e-01 ^^; ^^; 2024 11 R ( ) (1) — — 2024-11 – p.10/11

2024 11 R ( ) (1) — — 2024-11 – p.11/11