Home / Tổng hợp / đề thi toán rời rạc khoa học tự nhiên Đề thi toán rời rạc khoa học tự nhiên 06/10/2021 De Haan L., Koppelaars T. Applied Mathematics For Database Professionals (Apress, 2007)(Isbn 1590597451)(405s)_Csdi_.Pdf Giới thiệu, ngôn từ môn học tập ��M �N H � 1 . M �n h �. K � h i �u m �n h �. P h � p t � n h m �n h �. 2 . D �n g m �n h �. B �n g c h � n t r �. 3 . Q u y t �c t h a y t h � t h � I . Q u y t �c t h a y t h � t h � I I . 4 . C � c l u �t l o g i c : + G i a o h o � n . K �t h �p . P h � n p h �i . + P h � �n h c �a p h � �n h . D e M o r g a n . + K � o t h e o . T ��n g ��n g . + L iy �n g . P h �n t � b � . T r u n g h � a . T h �n g t r �. + H �p t h �. R � t g �n . + �n g i �n . M � r �n g . 5 . C h �n g m i n h m �n h � l � h �n g � n g , h �n g s a i , d �n g m �n h � l � t ��n g ��n g l o g i c , h � q u � l o g i c ( L �p b �n g c h � n t r �, p h ��n g p h � p t h a y t h �) . 6 . Q u y t �c s u y d i �n : + P h ��n g p h � p k h �n g �n h . + P h ��n g p h � p p h � �n h . + Q u y t �c t a m o �n l u �n . + Q u y t �c t a m o �n l u �n r �i . + C h �n g m i n h t h e o t r ��n g h �p . + C h �n g m i n h b �n g p h �n c h �n g . + P h �n v � d �. V � T � 1 . V � t �. L ��n g t �. 2 . P h � �n h m �n h � l ��n g t � h � a . 3 . B i �n �i m �n h � l ��n g t � h � a m �t v � t � t h e o n h i �u b i �n �c l �p . 4 . Q u y t �c �c b i �t h � a p h � d �n g . Q u y t �c t �n g q u � t h � a p h � d �n g . T �P H �P 1 . P h � p t o � n t r � n t �p h �p : + P h � p h �p . + P h � p g i a o . + H i �u . + H i �u �i x �n g . + P h �n b � . + T � c h D e s c a r t e s . 2 . T � n h c h �t p h � p t o � n t r � n t �p h �p : + G i a o h o � n . K �t h �p . P h � n p h �i . + D e M o r g a n . + L iy �n g . 3 . S � p h �n t � c �a t �p h �p h �u h �n . � N H X � 1 . � n h x �. K � h i �u � n h x �. 2 . P h � n l o �i � n h x �: �n � n h . T o � n � n h . S o n g � n h . � n h x � n g ��c . P H � P �M 1 . N g u y � n l � c �n g . N g u y � n l � n h � n . 2 . H o � n v �. C h �n h h �p . T � h �p . 3 . H o � n v � l �p . T � h �p l �p . 4 . N g u y � n l � D i r i c h l e t . 5 . K h a i t r i �n n h � t h �c N e w t o n : C � b �n . M � r �n g . H � T H �C � Q U Y 1 . H � t h �c � q u y t u y �n t � n h c �p k . H � t h �c � q u y t u y �n t � n h t h u �n n h �t c �p k . 3 . N g h i �m t �n g q u � t . N g h i �m r i � n g . 4 . G i �i h � t h �c � q u i : + H � t h �c � q u y t u y �n t � n h t h u �n n h �t c �p k . + H � t h �c � q u y t u y �n t � n h c �p k . Q U A N H � 1 . Q u a n h �. 2 . T � n h c h �t q u a n h � ( P h �n x �, �i x �n g , p h �n x �n g , b �t c �u ) . 3 . B i �u d i �n q u a n h �. 4 . Q u a n h � t ��n g ��n g . L �p t ��n g ��n g . 5 . Q u a n h � t h � t �. T h � t � t �n g q u � t . T h � t � t � i �n . B i �u � H a s s e ( P h �n t � t �i �i , p h �n t � t �i t i �u , p h �n t � l �n n h �t , p h �n t � n h � n h �t , c h �n t r � n , c h �n d ��i ) . �I S � B O O L V � H � M B O O L 1 . �i s � B o o l . 2 . H � m B o o l . B �n g c h � n t r �. C � c p h � p t o � n . 3 . T � �n . �n t h �c . T � t �i t i �u . T � t �i �i . C � n g t h �c a t h �c . 4 . D �n g n �i r �i c h � n h t �c . D �n g n �i l i �n c h � n h t �c . C � n g t h �c a t h �c t �i t i �u . 5 . M �n g l o g i c .