Math 120 - Winter 2006 - Grade Record

Scroll to the bottom of this page to check your scores and view your grades. Last updated: 3/15/06

If you find an error, please contact your TA. The scores are listed by the last four digits of your student id number. You should ignore leading zeros: for instance, if the last four digits of your number are 0057, your scores will be listed under 57. In some cases, you may find that another student has the same last four digits as you. You will need to compare recorded scores to the scores you received to determine which row has your scores.

You can use the following link to see an explanation of midterm grade computation.

The grade below is your final grade. After making adjustments to the grading scale ("curving") the median course grade was above a 2.9. The lowest homework grade is thrown out in the computation of the grade. However, all scores are listed below so that you can check them for correctness.

Student Id No.	HW1	HW2	HW3	HW4	HW5	HW6	PART	Exam 1	Exam 2	Final	Final Grade
66	10	12	13	14	13	14	2.0	28	47	78	3.7
77	11	15	13	11	15	9	2.0	39	37	54	2.5
252	15	12	13	13	14	13	2.0	32	40	53	2.2
279	0	6	0	0	0	0	0.0	33	0	0	0.0
301	13	14	10	15	13	0	2.0	36	45	68	3.2
340	15	15	14	15	15	15	2.0	50	48	77	4.0
397	15	12	14	15	12	0	2.0	50	47	69	3.8
522	11	13	13	15	0	0	2.0	39	40	60	2.7
552	15	15	15	15	15	0	2.0	49	49	68	3.9
783	14	14	0	12	14	0	0.0	30	30	57	1.4
870	0	6	10	15	12	0	1.3	42	45	52	2.5
875	11	8	14	15	10	11	0.0	24	22	60	1.1
1026	13	15	14	15	15	14	2.0	47	46	74	3.9
1055	15	14	12	13	15	15	2.0	23	50	73	3.7
1088	13	15	11	15	15	0	2.0	39	46	71	3.5
1288	14	8	12	15	15	11	2.0	31	45	55	2.5
1298	14	12	14	11	13	13	2.0	47	50	69	3.8
1334	14	12	14	15	15	14	2.0	40	48	73	3.7
1430	11	14	15	15	12	13	2.0	44	44	62	3.3
1473	15	13	13	15	15	14	2.0	45	49	67	3.7
1478	0	0	0	0	0	0	0.0	0	0	0	0.0
1496	15	13	14	15	15	15	2.0	49	50	76	4.0
1526	0	0	0	0	0	0	0.0	0	0	0	0.0
1575	14	14	0	15	15	14	2.0	46	49	70	3.8
1599	11	13	6	14	14	15	2.0	36	46	60	2.9
1621	0	0	0	0	0	0	0.0	0	0	0	0.0
1710	13	12	15	15	14	8	2.0	30	46	60	2.8
1730	11	15	12	14	15	0	2.0	31	34	50	1.7
1736	14	12	0	15	13	0	1.3	48	38	73	3.5
1761	15	15	13	14	11	9	2.0	37	46	72	3.5
1785	10	14	13	15	15	0	2.0	41	35	48	2.2
1799	13	14	11	15	13	12	2.0	42	45	69	3.5
1833	0	0	0	0	0	0	1.3	16	22	0	0.0
1867	0	0	0	0	0	0	0.0	0	0	0	0.0
1949	14	7	10	13	14	0	0.7	14	33	45	1.0
2016	13	14	14	15	15	13	2.0	29	46	65	3.0
2084	15	13	15	15	14	0	2.0	38	47	70	3.5
2101	14	13	11	14	11	9	2.0	27	45	65	2.9
2105	13	14	14	15	14	0	2.0	46	44	62	3.5
2170	14	14	14	15	14	14	2.0	41	49	78	3.9
2288	15	13	13	15	15	15	2.0	32	49	62	3.1
2291	15	15	14	15	15	15	2.0	38	50	80	3.9
2312	15	15	14	15	15	15	2.0	46	50	77	4.0
2323	15	14	0	15	15	12	1.3	43	36	61	2.9
2323	14	14	12	12	0	12	2.0	36	41	53	2.5
2338	14	13	12	13	15	13	2.0	37	37	59	2.6
2390	12	13	14	15	15	9	2.0	47	44	49	2.9
2440	15	12	14	15	15	15	2.0	45	46	74	3.8
2446	12	12	10	14	11	15	2.0	33	28	44	1.3
2460	12	14	12	15	12	11	2.0	29	49	68	3.3
2544	12	12	14	15	14	15	2.0	30	45	51	2.3
2578	13	0	11	15	13	13	0.7	39	30	65	2.5
2587	14	14	14	15	15	15	2.0	34	48	66	3.3
2758	0	0	0	0	0	0	0.0	0	0	0	0.0
2837	12	14	10	15	12	10	2.0	41	49	72	3.7
2890	0	0	0	0	0	0	0.0	0	0	0	0.0
2964	15	15	15	15	15	15	2.0	49	50	69	4.0
3055	15	12	14	15	14	0	2.0	29	35	52	1.8
3156	14	13	13	15	14	15	2.0	48	46	75	4.0
3164	15	12	12	15	15	13	2.0	49	42	73	3.8
3165	0	10	14	15	12	13	2.0	44	44	65	3.4
3192	15	12	14	15	15	15	2.0	38	32	60	2.5
3211	15	14	14	15	15	8	2.0	37	39	44	2.1
3289	14	15	7	15	14	13	2.0	41	38	58	2.8
3388	11	12	0	0	0	0	0.7	24	0	0	0.0
3466	15	12	9	13	12	12	2.0	42	46	73	3.7
3501	14	14	10	14	12	0	2.0	17	28	36	0.7
3506	14	14	13	15	0	10	2.0	40	48	67	3.5
3573	15	15	15	15	13	13	2.0	47	44	76	3.9
3579	15	15	15	11	13	15	2.0	31	45	66	3.0
3749	15	14	11	14	14	13	2.0	47	43	69	3.7
3790	15	12	14	15	15	15	2.0	44	49	71	3.8
3822	10	15	6	15	13	15	2.0	47	42	47	2.8
3905	14	14	14	15	15	15	2.0	49	50	75	4.0
3974	14	14	13	15	15	15	2.0	50	50	80	4.0
4022	15	15	14	15	15	7	2.0	43	44	56	3.1
4052	13	15	14	15	13	14	2.0	28	26	51	1.3
4135	13	11	9	15	15	0	2.0	37	29	52	1.8
4149	15	14	12	15	15	0	2.0	35	46	49	2.5
4233	13	14	14	15	14	0	2.0	37	37	52	2.3
4265	10	13	13	14	14	9	2.0	39	41	46	2.2
4329	0	0	10	12	10	13	2.0	44	23	64	2.6
4341	14	15	14	13	15	13	2.0	49	50	63	3.8
4382	15	12	13	15	12	4	1.3	50	47	62	3.6
4382	14	12	8	14	12	10	2.0	43	50	72	3.8
4386	14	15	11	15	0	0	2.0	39	46	66	3.2
4402	8	11	13	14	14	12	2.0	38	49	69	3.5
4405	14	11	14	14	14	13	2.0	32	43	60	2.7
4453	14	13	15	14	13	12	2.0	47	49	68	3.8
4458	13	14	14	14	15	15	2.0	49	50	75	4.0
4475	14	12	14	15	11	11	2.0	34	26	33	1.0
4504	15	14	14	15	15	10	2.0	42	45	46	2.7
4565	0	8	9	6	0	0	1.3	27	0	0	0.0
4576	15	11	14	15	8	0	2.0	48	45	74	3.8
4742	13	13	8	11	9	13	0.7	37	33	58	2.1
4843	15	14	0	0	0	0	1.3	24	0	0	0.0
4913	15	14	13	14	15	7	2.0	49	46	70	3.8
4978	0	0	0	0	0	0	0.0	0	0	0	0.0
5033	14	15	14	15	15	15	2.0	44	47	73	3.8
5293	8	11	0	0	0	0	2.0	18	0	0	0.0
5322	14	11	13	13	14	13	2.0	44	44	69	3.5
5364	11	14	0	0	0	0	0.7	14	0	0	0.0
5509	10	13	13	15	0	0	2.0	20	24	0	0.0
5516	15	13	14	15	10	0	2.0	23	39	55	2.0
5674	13	13	13	15	14	10	2.0	32	47	69	3.3
5678	10	13	12	0	10	12	2.0	27	29	38	0.9
5791	14	14	12	14	13	11	2.0	44	45	72	3.7
5997	0	0	0	0	0	0	0.7	0	0	0	0.0
6069	15	14	13	15	13	0	2.0	30	25	58	1.6
6121	15	15	14	14	14	0	2.0	14	10	14	0.0
6220	10	13	0	12	12	0	2.0	36	44	55	2.5
6394	15	14	15	15	15	13	2.0	40	49	69	3.7
6496	15	15	15	15	14	13	2.0	50	37	47	2.8
6559	13	10	13	15	15	13	2.0	36	39	61	2.7
6925	15	13	12	10	12	12	2.0	13	36	13	0.0
6929	14	13	14	15	15	15	2.0	42	49	74	3.8
7011	11	13	13	15	14	5	2.0	28	46	62	2.9
7069	13	13	12	14	13	0	2.0	32	35	45	1.5
7077	12	13	11	15	14	12	2.0	20	47	68	3.2
7110	15	15	14	15	12	0	1.3	48	25	51	2.5
7139	15	13	13	14	12	15	2.0	31	45	56	2.6
7143	15	13	14	15	15	11	2.0	32	35	44	1.6
7267	14	14	13	15	15	0	2.0	41	47	70	3.6
7286	15	14	11	15	13	13	2.0	22	37	56	1.9
7378	14	14	14	15	14	0	2.0	24	44	66	2.9
7385	15	13	15	15	14	12	2.0	47	49	70	3.9
7445	7	14	9	12	10	12	2.0	40	44	63	3.0
7462	13	12	14	14	13	15	2.0	18	44	37	1.3
7480	12	14	13	15	15	15	2.0	38	44	72	3.5
7956	11	14	15	15	15	14	2.0	29	46	76	3.6
8020	0	12	6	15	12	0	2.0	41	34	52	2.0
8131	13	0	13	15	12	13	2.0	42	42	64	3.2
8147	15	13	14	15	15	0	2.0	16	47	60	2.9
8184	13	13	15	15	15	15	2.0	25	45	51	2.3
8229	15	15	14	15	15	15	2.0	45	50	69	3.8
8242	14	13	14	13	14	0	2.0	27	40	59	2.3
8260	11	12	4	15	12	0	2.0	48	50	71	3.8
8334	15	12	12	14	13	15	2.0	36	34	61	2.5
8356	15	14	10	15	14	14	2.0	42	45	71	3.6
8365	12	12	13	13	0	13	2.0	46	45	72	3.7
8400	14	14	14	15	15	15	2.0	34	39	59	2.6
8432	14	14	15	15	15	15	2.0	43	46	62	3.5
8436	15	12	14	15	14	15	2.0	30	33	68	2.5
8463	11	13	13	15	13	0	2.0	28	22	39	0.9
8527	15	14	13	15	15	15	2.0	50	44	64	3.7
8572	14	13	14	15	11	0	2.0	43	47	49	2.9
8583	15	14	14	14	15	14	2.0	50	47	64	3.7
8631	7	11	10	15	11	13	2.0	11	24	32	0.0
8727	15	12	13	14	15	13	2.0	34	34	0	0.0
8742	12	12	12	15	12	0	2.0	22	27	42	0.9
8833	5	14	11	14	12	13	2.0	45	50	58	3.5
9399	14	14	11	15	11	13	2.0	25	32	56	1.5
9508	15	13	14	12	8	0	2.0	28	18	33	0.7
9639	15	13	14	13	10	14	2.0	23	33	45	1.2
9699	15	14	13	15	15	14	2.0	43	50	80	4.0
9711	15	14	13	14	15	12	2.0	40	45	75	3.7
9800	7	12	0	0	0	0	2.0	40	30	46	1.2
9843	12	10	14	14	14	0	2.0	36	48	57	2.9
9947	15	13	13	15	15	0	2.0	30	19	0	0.0

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