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10p age   | 
1,500 ¿ø
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161p age   | 
2,000 ¿ø
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9p age   | 
4,000 ¿ø
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¡¥ First Fundamental Theorem of Calculus. Theorem 5.2. Zero-Derivative Theorem. Theorem 5.3. Second Fundamental Theorem of Calculus. / 5. The Relation between Integration and Differentiation. Theorem 5.1. First Fundamental Theorem of Calculus. Let f be a function that is integrable on [a,x] for each x in [a,b]. Let c be such that a ¡Â c ¡Â b and def |
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ÀÚ°Ý°í½Ã  | 
1p age   | 
500 ¿ø
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1p age   | 
1,000 ¿ø
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Ãæ³²´ë ¾çÀÚ¹°¸® Áß°£ Á·º¸.pdf / Scanned by CamScanner |
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1p age   | 
1,000 ¿ø
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¡¥,396 + $1,611 - $740 = $4,267 Cash flow from assets = $4,267 - $1,229 - $1,306 = $1,732 f). Net new borrowing = $10,650 - $9,800 = $850 g). Cash flow to creditors = $1,282 - ($10,650 - $9,800) = $432 h). Dividends paid = $1,374 - ($2,696 - $2,122) = $800 i). Cash flow to stockholders = [$1,374 - ($2,696 - $2,122)] - ($7,000 - $7,500) = $1,300 2. (10 point¡¦ |
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Á·º¸³ëÆ®  | 
2p age   | 
1,000 ¿ø
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¡¥,396 + $1,611 - $740 = $4,267 Cash flow from assets = $4,267 - $1,229 - $1,306 = $1,732 f). Net new borrowing = $10,650 - $9,800 = $850 g). Cash flow to creditors = $1,282 - ($10,650 - $9,800) = $432 h). Dividends paid = $1,374 - ($2,696 - $2,122) = $800 i). Cash flow to stockholders = [$1,374 - ($2,696 - $2,122)] - ($7,000 - $7,500) = $1,300 2. (10 point¡¦ |
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Á·º¸³ëÆ®  | 
2p age   | 
1,000 ¿ø
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