Korelasi secara parsial antara X

✡ ☛☞

b. Koefisien korelasi secara parsial antara X

2 LDR dengan Y ROA ✌✍✎✏ ✑ ✒ ✓✍✔ ✕✖✎✏ ✍✔ ✑✗ ✘ ✓ ✙✚✛ ✖ ✛ ✓✜ ✚ ✘✚ ✢✚ ✘✛ ✖✚✙ ✚ ✍✎✚ ✘ ✚ ✣ ✤ ✥✦✧ ★ ✓✍✔✚ ✍ ✩ ✧ ✪✫ ✚✢ ✚ ✬ ✖✙✚ ✣ ✭ ✮ ✫✧ ★ ✖✚ ✍ ✔ ✔✚✢ ✑ ✗ ✍ ✛ ✎✚ ✍ ✯ ✚★ ✚ ★✏ ✚ ✜ ✚ ✘✚ ✰ ✚ ✍ ✔ ★✖✔✏ ✍✚ ✑ ✚ ✍ ✏ ✍ ✎✏ ✑ ✒ ✓✍ ★ ✚✢✚✎ ✑✚ ✍ ✕✚✛ ✖✙ ✑✗ ✘✓ ✙✚ ✛ ✖ ✢ ✓ ✚ ✘✛ ✗ ✍ ✎ ✓✘ ✛ ✓ ✬ ✏ ✎ ✰ ✚✖✎✏ ✱  ✮ ✚ ✘ ✚ ✢ ✓✘ ✎✚✒ ✚ ✢ ✓✘✕✖✎✏ ✍✔✚ ✍ ✒ ✚ ✍ ✏ ✚✙ ✯ ✰ ✚ ✖✎ ✏ ✱  ✮ ✚ ✘ ✚ ✑✓ ★ ✏✚ ✢ ✓✘✕✖✎✏ ✍✔✚ ✍ ✒ ✓✍ ✔ ✔✏ ✍✚ ✑✚ ✍ ✲✳✲ ✲ ✴✵✶ ✷ ✸ st ✹ ✺✸ st ✸✻ s ✼✽ ✯✰ ✚✖✎✏✱ Tabel 4.8 Tabel Statistik SPSS Korelasi Parsial LDR dengan ROA Correlations Control Variables LDR ROA CAR LDR Correlation 1.000 .174 Significance 1-tailed . .315 df 8 ROA Correlation .174 1.000 Significance 1-tailed .315 . df 8 Correlations Control Variables LDR ROA CAR LDR Correlation 1.000 .174 Significance 1-tailed . .315 df 8 ROA Correlation .174 1.000 Significance 1-tailed .315 . df 8 ✾ ✿❀ ❁❂❃❄ ❅❆ ❅❃ ❇❅ ❈ ❉❅❆ ❊❋ ●❂❃ ❉❊❍ ■ ❈❏ ❅ ❈ ❑❅ ❈■❅❋ ❄ ❅ ❈ ▲ ■❍● ■❍ ❄❅❃ ❊ ● ❂ ❈❏▲❋❅ ❉❅ ❈ ❄ ❅❍❅ ❑❂ ❈❏ ❏■❈❅❇ ❅ ❈ ● ❃▲ ❏ ❃❅ ❑ ▼◆▼▼ ❖ ❂❃❆ ❊ ❆ ❍❅❍❊❆ ❍❊ P ❆ ✾ ◗ ❍ ❂❃ ❆ ❂ ❘ ■ ❍ ❑❅❇ ❅ ❄ ❊ ❄❅● ❅❍ ❉❅❆ ❊❋ ❈❊❋❅❊ ❇ ▲❃ ❂❋ ❅❆ ❊ ■ ❈ ❍ ■❇ ●❂ ❈ ❏ ❅❃ ■❉ ❙❚❯ ❄❂ ❈ ❏ ❅ ❈ ❯❱❲ ❅❄ ❅❋❅ ❉ ✿ ❳ ✾◗ ❨❩ ❲ ❃❍❊ ❈❬❅ ❉ ■ ❘ ■❈ ❏ ❅ ❈ ❖ ❅❃❊❅ ❘ ❂❋ ❙❚ ❯ ❄❂ ❈ ❏ ❅ ❈ ❯ ❱❲ ❆ ❅ ❈ ❏ ❅❍ ❃❂ ❈❄ ❅ ❉ ❘ ❂❃❄ ❅❆ ❅❃ ❇❅ ❈ ❍❅ ❘ ❂❋ ❊ ❈❍❂❃● ❃❂❍❅❆ ❊ ❄ ❅●❅❍ ❄ ❊❋❊ ❉ ❅❍ ●❅❄ ❅ ❍❅ ❘ ❂❋ ❭❩❪ ❩ ❫ ▲ ❃❂❋❅❆ ❊ ●▲ ❆ ❊❍❊ ❴ ❑ ❂ ❈ ■❈❵ ■ ❇ ❇❅ ❈ ❘ ❅ ❉❛ ❅ ❉■ ❘ ■ ❈ ❏ ❅ ❈ ❅ ❈❍❅❃❅ ❙❚ ❯ ❄❂ ❈ ❏ ❅ ❈ ❯❱❲ ❆ ❂❅❃ ❅ ❉❳ ❅❃❍❊ ❈❬❅ ❵❊ ❇ ❅ ❙❚ ❯ ❈❅❊❇ ❑ ❅❇ ❅ ❯ ❱❲ ❅❇❅ ❈ ❊❇ ■ ❍ ❈ ❅❊❇ ❄ ❅ ❈ ❆ ❂ ❘ ❅❋❊❇ ❈❬❅❩ ❁ ❂❃ ❄❅❆ ❅❃❇ ❅ ❈ ❉ ❅❆ ❊❋ ❄ ❅❃❊ ❍❅ ❘ ❂❋ ❄❊❅❍❅❆ ❄ ❂ ❈❏❅ ❈ ❑❂ ❈ ❏❏■ ❈❅❇❅ ❈ ● ❃▲ ❏❃❅ ❑ ▼◆▼▼ ❖ ❂❃❆ ❊ ❆ ❍❅❍❊❆ ❍❊ P ❆ ✾ ◗ ❳ ❇▲ ❃❂❋❅❆ ❊ ❍❂❃❆ ❂ ❘ ■ ❍ ❍❊❄❅❇ ❆ ❊ ❏ ❈ ❊ ❴ ❊❇ ❅ ❈ ❇ ❅❃❂ ❈❅ ❈❊❋❅❊ ❆ ❊ ❏❈❊ ❴ ❊ ❇❅ ❈ ❜ ✿ ❳ ✿❀ ❩ ❝❅❇❅ ❄ ❅●❅❍ ❄❊❆ ❊ ❑ ● ■ ❋❇ ❅ ❈ ❙❚ ❯ ❑ ❂ ❑❊❋❊❇❊ ❇ ▲❃ ❂❋❅❆ ❊ ❆ ❅ ❈ ❏ ❅❍ ❃❂ ❈❄❅ ❉ ❬❅ ❈❏ ❍❊❄❅❇ ❆ ❊ ❏ ❊ ❈ ❴ ❊❇❅ ❈ ❄ ❂ ❈❏❅ ❈ ❯ ❱❲ ❩

c. Korelasi secara simultan antara X

1 CAR dan X 2 LDR dengan Y ROA ❞ ❈❍ ■ ❇ ❑ ❂ ❈ ❏❉❊❍ ■❈ ❏ ❇ ▲ ❃❂❋❅❆ ❊ ❆ ❂ P ❅❃❅ ❆ ❊ ❑ ■ ❋❍❅ ❈ ❅ ❈ ❍❅ ❃❅ ❡ ❢ ❣ ❲ ❯ ❄ ❅ ❈ ❡ ❤ ❙ ❚ ❯ ❍❂❃ ❉❅❄❅● ✐ ❯ ❱❲ ❄❊ ❏■ ❈❅❇❅ ❈ ● ❂❃ ❉❊ ❍ ■ ❈ ❏ ❅ ❈ ❆ ❂ ❘ ❅ ❏❅❊ ❘ ❂❃❊❇ ■❍ ❥  ❣ ❅❃ ❅ ●❂❃ ❍❅ ❑ ❅ ●❂❃ ❉❊❍ ■❈ ❏ ❅ ❈ ❑❅ ❈■❅❋ ❳ ❬❅❊❍ ■ , , ❦ ❧♠ ♥♦♣♦ qrs t♦ ✉r♣ ✈✇①t ②③♦ ② ④r ② ③ ③t ②♦q ♦ ② ⑤⑥⑤ ⑤ ⑦⑧⑨ ⑩ ❶ st ❷ ❸ ❶ st ❶ ❹ s ❺❻ ❼❽♦✇①t Tabel 4.9 Tabel SPSS Korelasi Simultan CAR dan LDR dengan ROA Model Summary b Model R R Square Adjusted R Square Std. Error of the Estimate 1 .475 a .225 .032 1.53601 a. Predictors: Constant, LDR, CAR b. Dependent Variable: ROA ❾ r♣s ♦ ❿ ♦♣ q♦ ② ✈♦ ❿ ✇ ➀ ✉r♣ ✈✇①t ② ③♦ ② ④♦ ② t ♦ ➀ s ♦ ② ➁ t ①✉t ① s♦♣ ✇ ✉ r ② ③ ➁➀ ♦ ✈♦ ② s ♦①♦ ④r ② ③ ③t ②♦q ♦ ② ✉ ♣ ➁ ③♣♦ ④ ➂➃➂➂ ➄r♣ ❿ ✇ ❿ ①♦①✇ ❿ ①✇➅ ❿ ❦ ➆ ① r♣ ❿ r ➇t① ④♦q♦ s ✇ s♦✉ ♦① ✈ ♦ ❿ ✇ ➀ ②✇ ➀ ♦✇ q ➁ ♣ r ➀ ♦ ❿ ✇ t ②①tq ✉r ②③♦♣ t ✈ ♥ ➈➉ s ♦ ② ➊➋ ➉ ①r♣ ✈ ♦s ♦✉ ➉➌ ➈ ❿ r➅♦ ♣♦ ❿ ✇ ④t ➀ ①♦ ② ♦s♦ ➀ ♦ ✈ ❧❼➍ ➆➎ ❼ ♦♣①✇ ②❽♦ ✈t ➇t ②③ ♦ ② ➄♦♣✇♦ ➇r ➀ ♥ ➈➉ ❼ ➊➋ ➉ s r ② ③♦ ② ➉ ➌ ➈ ❿ r➅♦ ♣♦ ❿ ✇ ④ t ➀ ①♦ ② qt ♦① ➇ r♣s ♦ ❿ ♦♣q♦ ② ①♦ ➇r ➀ ✇ ②①r♣✉ ♣r①♦ ❿ ✇ s♦✉ ♦① s✇ ➀ ✇ ✈♦① ✉♦ s♦ ①♦ ➇r ➀ ➏➐➑ ➐ ➒ ➁ ♣r ➀ ♦ ❿ ✇ ✉ ➁❿ ✇①✇ ➓ ④r ② t ②➔ t qq ♦ ② ➇♦ ✈→ ♦ ✈t ➇ t ② ③♦ ② ♦ ②①♦♣♦ ♥ ➈➉ s ♦ ② ➊➋ ➉ ①r♣ ✈♦s ♦✉ ➉ ➌ ➈ ❿ r➅♦♣ ♦ ❿ ✇ ④ t ➀ ①♦ ② ❿ r♦♣♦ ✈ ❼ ♦♣①✇ ②❽♦ ➔ ✇q♦ ♥ ➈➉ s ♦ ② ➊➋➉ ④ r ②③♦ ➀ ♦ ④✇ q r ② ♦✇q ♦ ② ④ ♦q ♦ ➉➌ ➈ ♦q♦ ② ④r ② ✇ ②③q♦① ➐

3. Koefisien Determinasi

➒ ➁ r ➓❿ ✇r ② ✉♦s ♦ ✇ ②①✇ ② ❽♦ ④ r ②③t qt ♣ ❿ r ➇r♣♦✉ ♦ ➔ ♦t ✈ qr ④♦ ④ ✉ t♦ ② ④ ➁ s r ➀ s ♦ ➀ ♦ ④ ④r ② r♣♦ ②③q ♦ ② ➄♦♣ ✇♦ ❿ ✇ ➄♦♣ ✇♦ ➇ r ➀ ①r♣ ✇q♦① ➐ ➒ ➁ r ➓ ✇ ❿ ✇r ② ✇ ② ✇ s✇③t ② ♦q ♦ ② t ② ①t q ④r ②③r①♦ ✈t✇ ➇r ❿ ♦♣ ②❽♦ ✉ r ②③♦♣t ✈ ➄♦♣ ✇♦ ➇ r ➀ ➣ ↔ ♥ ➈➉↕ s ♦ ② ➣ ➙ ➊➋ ➉ ①r♣ ✈♦s ♦✉ ➄♦♣✇♦ ➇r ➀ ➛ ➉➌ ➈ ➐ ➈ s♦ st ♦ ➅♦♣ ♦ ❽♦ ②③ s ✇③t ②♦q♦ ② t ② ①t q ④ r ②s♦✉ ♦①q♦ ② ✈♦ ❿ ✇ ➀ q ➁ r ➓ ✇ ❿ ✇r ② s r①r♣ ④ ✇ ②♦ ❿ ✇ ①r♣ ❿ r ➇ t ① ❽♦✇①t ➜  ♥♦♣♦ ✉r♣①♦ ④♦ ✉ r♣ ✈✇①t ②③♦ ② ④♦ ② t ♦ ➀ ❼ ❽♦ ✇① t ➜