Introduction to Theorem of Computation (Fall 2009) Score

TA : email : TA hours
Tian-Liang Huang: b93902098 AT ntu.edu.tw : Thursday 2:20 ~ 3:10 @528/526
Chen-Tse Tsai : ctse.tsai AT gmail.com : Friday 11:00 ~ 12:00 @528/526
Hsiang-Fu Yu : b93107 AT csie.ntu.edu.tw : Tuesday 4:00 ~ 5:00 @528/526
Your could also mail us to schedule a meeting.

About Homeworks

Formulation for late homework: score*(0.7)^(late days)
Homework delivered after the end of the class will get the late penalty.
You must hand in your late homework to TA.; otherwise, the homework will not be scored.
Discussion is strongly encouraged, but write your own solutions, independently.
Do not copy other's homework (incluing internet resouces) or let others copy your homework. If we find that, you will not only get any score but also get negative score (-5) in your midterm or final score.
Make sure you have enrolled this course.
Make sure you have written your name and student ID on your homework.
Read the problem description carefully !!!

About Exams

About Final Score

	m = load('grades');
	numfail = 10;          // 10 people will fail.
	fail = 1:numfail;
	pass = numfail+1: size(m,1);
	cut = 65;

	f = ones(10,1)*0.035;  // Each homework counts 3.5%
	f([3,6,10]) = 0.25;      // Each exam counts 25 %
	a = m*f; 
	a = min(100, a+12);    // Every body add 12 points. Happy New Year!!

	[sorta aidx]= sort(a);
	Min = min(sorta(pass));
	Max = 100;

	// Scale passed people to [65, 100]
	a(aidx(pass)) = (a(aidx(pass)) - Min) * (100 - cut) / (Max - Min) + cut;
	a = ceil(a);
	bins = hist(a, 5:10:105);
	mean(a)

Student ID	hw1	hw2	exam1	hw3	hw4	exam2	hw5	hw6	hw7	exam3	finalscore
B95201013	68	75	96	100	100	51	70	60	100	53	85
B96303111	70	100	62	100	100	62	95	100	100	44	81
B95401011	90	93	89	34.3	88	63	70	100	100	62	88
B95504105	66	100	65	80	100	74	70	100	100	32	80
B96705010	68	100	96	94	97	38	85	98	100	51	84
B96701225	90	95	73	98	100	30	75	0	100	13	66
B95701241	90	100	86	95	100	39	70	98	100	50	82
T98902101	20	95	82	86	94	67	60	60	100	58	85
T98902103	55	86	38	60	50	23	55	50	0	8	42
B97902006	60	73	88	100	100	90	95	80	100	71	97
B97902020	57	55	41	80	35	56	100	60	100	31	67
B97902025	90	100	78	95	100	71	80	60	100	65	90
B97902044	60	85	83	100	100	71	95	100	100	65	91
B97902048	100	95	100	100	100	100	100	60	100	100	100
B97902050	35	75	97	80	88	75	30	50	100	70	91
B97902051	62	0	55	100	100	38	70	60	100	33	66
B97902052	68	85	86	93	82	82	65	100	100	40	87
B97902065	41	60	13	100	73	56	90	60	100	48	65
B97902070	96	70	80	70	79	47	95	60	100	65	83
B97902073	65	90	87	100	100	90	100	60	100	78	98
B97902078	56	98	100	93	88	64	30	40	50	13	76
B97902083	66	98	81	98	76	88	100	60	100	58	92
B97902084	60	98	78	90	85	62	100	55	100	23	77
B97902086	66	88	36	84	100	52	90	94	100	52	73
B97902087	66	0	26	90	70	59	60	60	100	62	70
B97902100	60	90	90	90	100	9	90	0	100	60	75
B97902102	58	100	82	100	100	50	100	0	100	55	82
B97902110	28	85	64	50	100	3	100	0	0	0	42
B97902113	20	90	53	73	82	48	30	50	100	43	69
B97902114	64	85	68	100	94	25	20	40	49	25	58
B97902116	90	60	100	0	0	0	0	0	0	0	43
B97902117	56	90	100	100	100	83	60	98	100	75	98
B97902118	80	95	80	83	0	22	0	29.4	70	55	69
B97902129	33	40	49	90	79	61	55	68	100	37	70
B97902132	88	100	60	97	100	87	80	80	100	94	96
B96902001	40	55	59	90	91	56	100	30	100	41	73
B96902003	70	95	82	100	100	84	100	98	100	33	87
B96902005	90	100	87	100	100	61	100	0	100	41	83
B96902007	23	80	61	84	82	38	100	98	100	42	72
B96902009	65	100	79	100	77	74	90	58	100	52	87
B96902011	71	100	44	70	94	83	100	100	100	75	87
B96902013	71	96	83	98	100	58	0	28	100	40	78
B96902015	61	94	70	40	25.04	50	30	0	0	44	67
B96902019	66	100	100	85	100	81	60	100	100	42	91
B96902021	68	100	96	88	91	65	24.5	60	100	32	82
B96902023	88	45	93	87	100	42	45	0	0	38	73
B96902025	64	88	89	80	100	100	100	60	100	68	98
B96902027	58	90	48	100	100	40	60	80	100	50	72
B96902029	65	95	87	100	88	80	60	70	100	38	86
B96902033	43	99	83	100	100	39	90	98	100	19	74
B96902035	64	80	51	85	91	70	65	90	100	36	76
B96902037	63	90	84	60	100	39	70	60	100	18	71
B96902039	43	65	97	90	85	55	0	30	100	25	75
B96902041	66	100	84	100	100	25	90	98	50	74	82
B96902043	59	90	91	42	91	69	40	100	100	55	87
B96902051	66	85	57	96	100	60	90	40	100	85	86
B96902053	66	100	90	91	94	56	90	49	100	15	77
B96902055	86	95	90	100	100	59	95	60	100	25	81
B96902057	90	98	100	85	88	75	90	100	100	64	96
B96902059	90	100	80	100	94	46	100	100	100	44	82
B96902061	94	100	72	90	100	41	90	98	100	20	73
B96902063	32	100	73	0	100	47	95	10	100	55	75
B96902065	66	100	100	93	88	87	100	100	100	68	99
B96902067	70	100	71	100	97	53	90	50	100	33	77
B96902071	90	98	55	100	97	69	60	100	100	40	79
B96902073	41	93	97	100	0	69	45	0	100	41	81
B96902075	90	98	80	100	100	87	70	100	100	54	92
B96902077	66	100	86	100	88	45	100	100	100	35	80
B96902079	90	95	96	92	91	79	45	80	100	73	96
B96902081	90	83	100	100	100	54	75	80	100	42	86
B96902083	90	70	38	97	91	33	42	100	100	40	66
B96902087	41	98	54	90	91	47	100	48	100	30	70
B96902095	96	100	68	83	94	23	65	0	100	15	58
B96902097	71	95	72	94	94	55	100	100	100	56	84
B96902099	70	95	76	0	97	56	90	100	100	27	75
B96902101	28	88	62	85	91	75	50	0	70	35	74
B96902103	70	95	100	100	82	90	90	98	100	97	100
B96902105	90	60	100	100	79	81	70	100	100	74	98
B96902107	54	100	95	100	100	45	85	100	100	43	83
B96902109	92	100	45	100	82	72	50	58	100	30	74
B96902111	90	100	100	95	100	100	90	60	100	81	100
B96902114	70	100	100	92	100	79	85	47.6	100	87	100
B96902115	98	90	95	92	91	70	60	40	100	41	86
B96902119	87	100	100	100	97	92	70	100	100	85	100
B96902122	74	90	95	92	100	63	70	0	100	50	85
B96902124	73	100	25	92	100	25	80	70	100	18	51
B96902125	73	80	75	100	88	24	70	60	100	26	69
B96902127	27	15	3	0	0	0	0	0	0	0	15
B96902129	48	90	100	80	79	69	100	100	100	76	95
B96902131	26	94	81	90	100	55	65	100	100	48	82
B96902133	100	100	19	100	100	16	90	100	100	10	48
B96902135	90	95	100	52.5	0	10	0	0	0	25	55
B95902015	0	0	0	41.16	61.6	53	50	58	100	16	41
B95902052	90	90	91	50	100	61	100	0	100	35	81
B95902069	90	100	71	60	100	75	70	70	100	63	87