Math 111D - Autumn 2004 - Grade Record

Last updated: 11/26/04.

The following is a table of grades recorded this quarter, and estimated course grades. You should consider the estimated current course grade as only a rough indicator of how well you are doing currently in the course.

The primary purpose of this table is to allow you to check that your scores have been recorded correctly. If you find an error, please contact your TA. Errors will be corrected at the next update of the entire table.

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.

id	act1	act2	act3	act4	act5	hw1	hw2	hw3	hw4	hw5	mt1	mt2	current estimated grade
34	19	20	20	20	20	0	15	13	13	15	37	33	3.1
64	16	16	0	0	20	13	0	9	10	11	29	37	2.0
93	19	20	20	20	17	14	15	15	15	11	40	32	3.3
106	8	20	20	20	20	14	14	14	12	13	37	37	3.4
144	19	20	20	19	20	13	15	15	14	14	31	33	2.8
191	19	16	20	18	20	13	14	15	14	0	27	20	1.7
194	10	18	20	19	20	10	10	12	10	9	27	22	1.4
307	19	20	18	20	20	14	15	15	14	8	30	27	2.4
358	18	18	17	18	0	10	15	14	15	0	35	36	3.0
359	18	17	18	17	20	14	15	14	14	13	32	21	2.0
429	16	20	20	18	20	13	13	12	13	0	35	29	2.6
434	18	20	19	18	20	15	15	13	15	14	31	30	2.6
438	17	20	20	20	20	15	0	12	15	0	38	38	3.2
465	20	20	20	20	20	14	15	15	15	14	35	32	3.0
476	19	15	19	20	0	11	0	12	0	0	25	9	0.0
487	20	20	18	16	18	13	13	11	9	11	31	34	2.5
512	18	17	15	17	20	12	11	12	15	8	25	19	1.2
512	19	18	20	20	20	12	11	15	14	10	49	44	4.0
556	8	20	18	20	20	14	15	15	15	15	25	29	2.2
588	19	17	20	20	20	14	12	15	10	0	47	0	1.6
757	18	17	20	20	20	14	12	15	11	0	40	27	2.8
802	19	17	20	0	20	15	15	13	15	14	35	40	3.5
822	18	20	18	20	20	12	13	11	15	13	35	39	3.3
840	20	18	20	20	20	14	14	15	15	14	46	39	4.0
858	17	19	0	0	10	0	0	0	0	0	28	32	0.0
887	20	18	20	20	20	13	15	13	15	0	48	44	4.0
939	19	16	19	0	20	14	15	14	12	13	29	29	2.3
958	19	19	19	20	20	14	15	15	14	14	42	37	3.7
983	16	17	20	20	20	15	12	15	12	0	14	20	0.8
989	18	15	16	15	17	14	14	14	11	11	33	23	1.9
1010	16	20	20	17	20	15	15	15	15	14	37	38	3.5
1028	18	20	19	20	20	14	15	15	11	14	36	33	3.1
1084	19	19	14	20	20	14	13	15	0	13	21	23	1.5
1192	17	20	16	16	17	12	0	14	10	0	33	19	1.3
1210	17	20	14	17	0	9	13	0	15	12	33	21	1.7
1223	19	19	19	18	20	14	14	13	11	10	10	36	1.5
1231	18	20	18	18	20	3	6	11	0	0	41	32	2.3
1266	19	15	20	12	20	0	13	13	14	12	43	32	3.2
1498	18	14	17	20	14	0	13	15	13	12	21	11	0.0
1598	18	20	20	18	20	15	15	15	15	13	38	39	3.7
1600	20	19	18	18	20	14	14	12	13	12	36	13	1.7
1754	14	19	20	20	20	14	14	14	10	9	45	37	3.8
1797	18	20	18	20	19	14	12	11	11	0	28	16	1.3
1808	19	18	0	20	20	14	15	15	14	0	35	36	3.2
1814	19	18	20	20	20	15	15	9	12	0	20	21	1.2
1825	19	20	17	0	20	13	0	0	10	0	30	0	0.0
1895	20	18	20	18	20	14	14	15	15	14	43	40	4.0
1960	17	20	20	20	20	15	14	12	14	13	41	33	3.4
2026	18	17	18	19	20	15	15	0	15	9	36	6	1.3
2108	20	20	17	19	19	11	11	9	11	0	39	23	2.2
2202	20	20	20	17	20	15	14	14	13	13	41	31	3.3
2343	17	17	20	20	18	14	15	15	15	15	33	47	3.8
2469	18	18	20	20	20	11	14	14	12	14	29	32	2.5
2482	18	19	20	20	17	14	15	15	14	10	37	35	3.3
2532	18	15	18	20	18	11	15	13	0	0	32	11	0.9
2551	17	18	17	20	20	15	14	15	15	11	47	36	3.9
2573	18	19	20	20	20	14	15	14	15	15	38	36	3.5
2676	16	16	0	18	20	14	15	15	13	12	27	23	1.7
2726	15	15	20	20	20	14	14	12	12	11	34	40	3.2
2731	18	17	14	18	20	11	14	14	14	0	32	23	2.0
2825	19	17	20	19	20	14	0	14	12	0	29	19	1.3
3104	17	16	18	17	20	15	14	14	15	15	26	24	1.8
3397	11	19	16	20	19	15	14	15	13	11	21	29	1.8
3435	20	20	19	16	19	10	13	15	13	0	39	28	2.8
3447	20	17	18	20	20	11	13	14	12	0	27	17	1.3
3474	19	20	19	20	20	14	15	15	14	0	43	38	3.9
3566	19	19	19	0	20	8	12	12	11	11	30	32	2.3
3722	19	20	19	20	19	15	15	15	14	13	46	44	4.0
3725	14	18	19	20	20	15	15	15	15	14	40	40	3.8
3906	18	17	18	12	18	14	13	13	0	0	32	21	1.5
3912	17	20	19	20	19	15	14	11	15	4	48	35	3.9
4013	11	16	20	19	0	6	14	15	14	8	33	46	3.3
4043	19	19	19	20	18	14	15	13	14	13	36	35	3.2
4060	18	20	19	16	20	15	15	15	15	13	36	31	3.0
4077	17	20	18	17	20	14	14	13	14	13	35	48	3.8
4184	16	20	18	20	20	15	15	15	14	0	40	39	3.8
4218	19	18	20	15	20	14	14	15	15	9	43	35	3.6
4271	14	17	20	18	20	15	10	10	14	0	37	28	2.6
4657	19	20	20	20	20	14	15	12	15	13	32	35	3.0
4799	17	17	18	20	20	12	14	11	12	13	41	35	3.3
4999	17	17	18	20	20	14	13	10	14	14	27	32	2.3
5148	18	17	20	20	20	15	14	15	15	13	39	32	3.2
5169	19	16	20	20	19	9	8	6	15	13	33	41	3.1
5368	13	18	19	20	20	0	12	14	10	11	19	11	0.0
5538	19	20	20	20	20	14	15	15	14	13	40	42	4.0
5614	14	20	18	0	20	0	15	14	15	5	37	41	3.3
5660	19	20	19	18	20	12	14	13	10	0	47	18	2.6
5862	20	20	19	20	20	15	15	15	15	14	41	32	3.4
5915	17	20	17	20	19	12	15	15	10	0	32	11	1.3
6365	20	19	18	20	20	14	15	15	13	13	36	36	3.3
6381	18	16	17	20	20	14	15	14	14	13	36	34	3.1
6413	13	18	15	20	20	12	15	0	15	0	38	39	3.1
6508	16	18	20	20	20	13	15	15	14	15	38	29	3.0
6578	20	20	20	20	20	15	15	14	14	15	32	41	3.4
6587	17	17	0	15	0	13	12	11	10	8	36	33	2.2
6615	17	19	20	19	17	14	15	15	15	12	0	10	0.0
6726	16	16	17	20	0	13	14	0	0	8	33	28	1.8
6739	17	20	18	19	20	14	13	12	10	0	33	25	2.2
6752	19	19	20	20	20	15	15	15	15	0	25	27	2.1
7309	16	17	18	19	19	14	14	15	12	12	31	23	2.0
7350	20	20	19	18	0	11	11	11	15	15	22	37	2.3
7408	0	0	0	0	0	0	0	0	0	0	29	11	0.0
7731	19	20	20	20	0	14	15	14	14	0	40	32	3.3
7879	18	18	18	20	20	14	13	0	14	9	30	29	2.2
7953	20	19	20	18	20	13	15	14	15	14	38	36	3.4
7975	19	17	18	16	20	14	10	13	12	10	46	27	3.0
8055	14	18	17	20	20	15	15	15	15	13	43	41	4.0
8076	16	19	20	15	17	13	14	15	11	9	27	18	1.4
8086	16	16	17	20	0	12	13	13	10	0	21	29	1.5
8125	17	19	18	20	17	14	13	11	14	13	28	24	1.9
8143	20	20	20	20	20	15	14	14	15	12	48	29	3.6
8145	15	19	18	20	17	14	15	14	13	0	32	24	2.2
8161	20	19	18	20	18	14	15	15	13	13	40	25	2.8
8222	18	17	19	20	19	13	14	14	13	14	26	33	2.4
8354	19	20	17	20	20	14	15	15	15	3	35	44	3.8
8415	20	14	16	20	19	5	8	9	13	10	16	12	0.0
8519	20	20	18	18	20	13	14	15	15	14	33	35	3.0
8524	18	17	18	17	18	14	14	15	14	0	30	24	2.0
8539	20	20	20	20	0	12	14	15	13	14	48	39	4.0
9122	15	19	18	19	18	12	13	14	15	12	17	26	1.3
9133	17	17	20	19	20	15	15	12	13	6	36	35	3.1
9290	17	18	18	20	0	15	11	0	14	14	30	35	2.6
9306	16	20	0	20	20	8	12	12	14	9	39	38	3.3
9366	20	20	18	19	20	14	14	14	13	4	27	32	2.4
9396	17	17	18	20	18	12	14	13	15	14	35	46	3.7
9429	19	20	20	20	20	0	15	14	12	15	32	36	3.0
9442	19	16	20	20	20	13	14	11	15	0	34	26	2.4
9463	20	19	20	20	20	14	14	15	14	15	31	37	3.1
9592	17	19	19	0	20	14	15	15	15	0	36	34	3.1
9817	20	20	19	20	20	14	15	15	11	0	33	37	3.1
9851	19	20	13	19	0	14	15	11	0	14	20	28	1.6
9887	19	20	20	19	20	15	15	15	0	15	37	43	3.9
9948	19	17	20	20	20	14	15	12	14	14	45	42	4.0
9963	20	18	19	20	17	11	11	14	0	0	33	28	2.0

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