Math 112 A and B - Spring 2005

Projected Grades after Exam I

Please read the following carefully.

If you are in section BC or BD, I only have two activities reported so far. Your third activity score is listed as a "*". You don't need to do anything. We have your scores--they are not lost--they just didn't get forwarded to me in time for me to do the grades. I have computed your grade using only two activity scores.
Students are listed by the last four digits of their student number.
If any of your scores is incorrect, please show the graded work with the correct score on it to your TA and we'll correct the mistake. We cannot change any scores without seeing the graded assignment.
Projecting grades at this point in the quarter is difficult since we have so few grades to go on. Since, at the end of the quarter, 78% of your grade will be based on your exam scores, I have weighted your first exam score more heavily than homeworks and activities to compute this projected grade.
You are allowed to miss one homework and one activity without penalty to your grade. I have taken that into account here by dropping your lowest homework score and your lowest activity score.
The median on Exam I was a 35. The mean was a 34.5.
The median projected grade in the course is a 2.5.
I do not give extra credit. The way to improve your grade is to improve your scores, especially on exams.

ID	A1	A2	A3	HW1	HW2	HW3	EXI	GRADE
0021	20	20	18	15	15	15	35	2.6
0025	18	20	19	13	13	13	39	2.9
0026	18	19	*	15	12	0	14	0
0027	19	20	*	15	14	15	48	4
064	20	20	19	12	11	0	35	2.4
0108	20	18	20	0	6	9	12	0
0152	18	20	0	10	0	0	37	2.3
0157	20	20	0	15	0	0	0	0
0162	19	20	*	14	11	9	33	2.3
0198	0	14	*	0	0	3	17	0
0199	18	0	15	11	0	5	18	0
0200	20	16	20	9	14	8	44	3.4
0210	19	20	*	15	14	14	28	1.8
0257	20	20	19	13	0	14	32	2.2
0353	20	20	20	15	12	7	45	3.7
0357	20	0	*	14	10	14	47	3.9
0419	16	20	20	15	15	14	38	3
0459	17	0	*	0	0	0	*	*
0505	0	20	16	0	14	14	29	1.8
0517	20	20	20	15	13	15	20	0.9
0529	20	20	20	14	13	9	27	1.6
0547	18	20	19	0	12	14	27	1.6
0594	20	19	18	0	10	13	29	1.7
0625	20	20	20	14	15	15	35	2.6
0705	0	20	20	14	0	15	45	3.7
0730	20	20	20	13	14	0	27	1.6
0791	19	19	*	15	15	14	42	3.4
0792	20	20	20	14	14	15	47	3.9
0824	0	20	*	0	15	15	33	2.4
0833	16	19	20	14	14	14	40	3.1
0837	18	19	20	13	0	12	18	0
0844	18	20	*	15	15	15	48	4
0897	20	18	*	14	11	15	47	3.9
0909	20	0	20	0	0	0	13	0
0910	0	20	*	15	13	12	39	3
0930	19	19	*	15	11	8	27	1.6
0938	0	20	20	15	0	3	37	2.5
0964	16	20	16	14	13	13	22	1
0971	20	20	18	12	0	12	19	0
0989	20	20	*	13	12	15	21	1
0995	17	19	*	13	10	15	31	2.1
0995	19	20	20	15	14	15	40	3.2
1019	20	0	*	13	0	0	34	2.1
1029	16	20	18	10	11	11	38	2.7
1035	20	19	17	7	15	15	34	2.5
1047	20	20	20	15	13	0	39	3
1054	19	20	*	15	14	14	37	2.8
1085	20	20	20	15	14	15	49	4
1096	18	20	19	13	14	14	32	2.2
1101	18	18	18	13	14	15	45	3.6
1116	20	19	20	15	15	14	44	3.6
1127	20	20	18	14	14	15	28	1.8
1146	20	0	*	14	14	15	42	3.4
1200	20	20	*	15	7	0	41	3.1
1209	20	0	*	0	15	15	49	4
1217	20	20	*	15	14	15	45	3.7
1267	18	18	18	14	15	14	49	4
1280	20	19	20	14	15	14	47	3.9
1305	19	20	*	14	12	14	27	1.7
1380	18	18	15	0	0	0	25	0
1399	20	20	20	15	15	15	39	3.1
1400	18	19	19	14	14	14	41	3.2
1435	20	20	20	13	12	15	30	2
1438	18	0	18	13	14	11	30	1.9
1503	20	20	20	14	13	13	36	2.6
1505	20	20	16	0	14	13	30	2
1526	18	19	13	15	10	11	33	2.2
1527	16	20	20	13	15	13	42	3.4
1583	18	20	20	9	0	14	18	0
1585	20	20	*	15	15	12	36	2.7
1629	20	18	20	13	0	10	20	0.7
1635	20	19	*	14	14	15	42	3.4
1638	20	20	18	11	0	12	41	3.1
1646	20	0	18	14	15	0	36	2.7
1649	20	0	*	15	15	14	46	3.9
1668	20	20	20	12	15	14	26	1.6
1694	20	20	20	15	13	14	31	2.1
1765	20	18	20	13	14	15	49	4
1797	19	20	20	0	15	15	23	1.3
1841	18	19	20	13	14	12	46	3.8
1887	18	19	20	14	14	11	42	3.3
1893	20	19	18	14	13	11	49	4
1895	20	20	20	14	14	14	39	3
1895	20	12	20	15	15	14	42	3.4
1898	20	20	19	15	15	15	42	3.4
1917	20	19	16	15	14	15	40	3.2
1955	17	19	20	13	0	13	17	0
2074	20	19	*	15	12	0	33	2.3
2075	20	20	20	14	12	0	12	0
2148	20	20	20	15	15	15	41	3.3
2198	20	20	*	15	14	14	34	2.5
2237	20	20	16	14	14	12	28	1.8
2261	20	20	18	15	14	15	26	1.6
2294	18	20	16	14	14	14	38	2.9
2299	20	20	18	14	14	13	41	3.2
2302	20	20	20	14	15	15	16	0
2398	0	19	*	0	13	14	22	1
2444	16	18	19	13	0	13	16	0
2459	20	20	0	15	14	13	35	2.6
2464	19	20	*	15	9	15	14	0
2485	19	19	19	15	0	14	39	3
2510	20	20	20	14	15	14	37	2.8
2520	20	17	*	0	3	15	23	1
2527	20	20	20	14	15	13	32	2.3
2535	19	17	20	13	14	14	43	3.4
2552	20	20	18	15	13	13	45	3.7
2596	20	20	*	15	14	15	34	2.5
2744	20	20	19	14	14	15	50	4
2785	18	0	*	15	0	12	40	3
2786	0	0	0	14	0	13	32	1.4
2795	20	17	*	15	8	14	35	2.6
2806	18	20	20	15	13	14	48	4
2817	0	14	*	0	9	8	32	1.7
2825	20	19	*	13	0	0	31	1.7
2845	20	20	20	13	10	14	27	1.6
2848	19	20	*	15	14	15	49	4
2853	20	20	20	14	14	13	39	3
2855	20	20	17	13	11	13	34	2.4
2903	20	20	20	14	14	13	23	1.2
2911	20	20	18	12	12	12	28	1.7
2926	18	20	*	15	12	14	43	3.5
2980	20	20	20	15	14	13	24	1.4
3089	20	20	20	15	14	15	43	3.5
3163	0	20	20	0	14	15	37	2.8
3169	0	20	*	15	12	11	49	4
3381	20	18	20	15	13	15	49	4
3397	20	0	20	14	15	15	41	3.3
3500	18	20	20	14	13	15	49	4
3528	20	19	17	14	12	11	35	2.5
3660	16	19	20	15	14	15	46	3.8
3710	20	20	*	15	15	15	44	3.6
3750	19	20	*	0	14	15	42	3.4
3798	20	20	20	8	0	0	0	0
3832	20	20	*	15	14	15	48	4
3864	19	20	20	10	14	14	19	0.8
3906	17	20	20	15	15	13	39	3.1
3908	18	20	0	14	0	3	41	2.9
3910	19	20	*	15	15	15	33	2.4
3965	20	19	*	15	14	0	20	0.9
3984	18	20	20	0	14	15	50	4
4003	20	20	19	0	0	11	16	0
4050	20	19	20	15	13	14	26	1.6
4118	20	19	20	14	15	0	32	2.3
4222	20	20	*	15	14	14	31	2.1
4223	20	20	*	11	14	13	38	2.9
4258	20	19	0	14	13	11	33	2.3
4271	20	20	16	13	0	15	23	1.2
4278	14	20	20	12	14	14	42	3.4
4383	20	20	18	15	15	15	31	2.2
4446	20	20	20	12	14	14	26	1.6
4509	0	20	17	0	13	13	29	1.8
4517	20	18	*	10	9	0	33	2.1
4696	20	18	*	15	15	15	31	2.2
4811	20	20	20	12	13	14	37	2.8
4812	20	20	20	14	14	0	48	3.9
5089	20	19	20	15	12	14	40	3.2
5095	20	17	20	15	0	15	33	2.4
5138	20	18	20	15	15	15	30	2.1
5180	18	20	*	15	14	0	28	1.8
5205	20	18	*	12	14	14	29	1.9
5223	0	0	18	14	12	12	33	1.8
5307	18	16	20	14	0	14	32	2.2
5323	20	20	19	15	13	15	42	3.4
5325	0	0	0	14	12	7	39	2.2
5327	16	20	19	15	13	14	33	2.3
5363	20	20	20	15	15	15	46	3.9
5433	14	20	15	12	11	12	39	2.8
5534	20	19	20	13	14	13	47	3.9
5592	17	20	*	14	0	14	48	3.9
5608	20	20	0	13	14	14	41	3.2
5610	20	20	*	12	15	0	49	4
5617	0	0	18	0	0	0	34	1.3
5674	20	0	0	12	0	13	35	2.1
5694	19	0	20	15	13	0	26	1.5
5820	14	18	0	12	0	0	34	1.9
5846	19	20	*	14	13	7	49	4
5858	18	20	20	0	12	13	46	3.7
5934	20	20	20	13	9	13	41	3.2
5956	20	20	20	14	13	14	35	2.6
5975	20	0	19	11	14	11	41	3.1
5987	20	0	0	14	12	14	24	0.9
6046	18	20	19	14	15	15	48	4
6066	20	20	18	14	12	0	38	2.8
6098	20	19	19	14	13	12	26	1.5
6099	0	0	*	15	0	14	32	1.5
6101	20	20	19	13	14	14	40	3.1
6107	20	20	20	14	14	9	45	3.7
6154	20	19	18	0	14	14	32	2.2
6178	20	20	*	15	14	14	*	*
6204	16	20	17	11	12	0	30	1.8
6228	20	18	15	12	13	13	38	2.8
6249	18	20	20	12	13	13	29	1.8
6271	16	19	18	15	0	15	23	1.2
6273	0	20	*	10	13	15	35	2.6
6294	0	20	20	15	15	14	35	2.6
6298	0	20	15	0	12	13	43	3.3
6316	20	18	16	15	11	14	27	1.7
6368	20	20	20	14	15	14	43	3.5
6401	20	19	*	14	13	13	29	1.9
6413	20	20	19	12	0	14	40	3.1
6420	18	17	20	12	14	15	32	2.2
6459	20	20	20	15	14	14	31	2.1
6566	20	20	16	14	14	10	32	2.2
6576	20	20	16	0	11	13	33	2.2
6579	19	20	20	0	13	15	23	1.2
6604	20	18	20	15	15	15	34	2.5
6680	0	19	13	15	14	13	38	2.8
6702	20	19	13	0	0	0	*	*
6713	20	20	17	0	13	14	43	3.4
6721	18	0	20	15	15	15	43	3.5
6737	18	19	*	14	12	13	27	1.6
6784	16	20	19	14	15	15	28	1.8
6825	18	19	19	0	12	10	37	2.6
6931	20	20	19	7	0	14	8	0
6965	20	20	20	14	13	12	30	2
7080	16	20	*	15	0	14	39	3
7166	20	20	*	15	15	15	39	3.1
7177	19	19	20	15	15	0	26	1.6
7289	20	20	0	13	14	11	26	1.5
7308	20	18	*	0	10	14	20	0.8
7332	20	17	20	15	15	15	39	3.1
7336	20	0	20	15	14	15	50	4
7342	20	20	19	14	13.5	13	34	2.4
7376	0	19	16	14	14	14	45	3.6
7378	20	19	16	15	15	14	43	3.5
7440	20	20	20	15	15	10	36	2.7
7479	20	20	19	15	15	14	48	4
7630	20	18	*	0	15	0	20	0
7748	0	20	*	0	14	14	27	1.7
7777	20	20	20	11	0	13	35	2.5
7966	14	20	20	14	14	0	33	2.3
8044	15	20	20	14	14	15	31	2.1
8068	20	18	*	15	12	14	34	2.5
8069	0	20	20	14	14	14	19	0.8
8080	20	18	*	13	11	14	44	3.6
8090	20	19	20	0	15	14	41	3.3
8094	18	19	*	9	15	11	46	3.7
8096	16	20	18	14	14	13	20	0.8
8169	19	20	*	15	12	14	26	1.6
8177	19	20	*	15	13	12	22	1.1
8227	16	19	18	15	11	0	33	2.2
8231	20	17	15	0	15	13	30	1.9
8257	16	20	20	12	14	8	16	0
8265	20	20	19	12	13.5	13	16	0
8320	19	11	0	15	13	13	36	2.5
8323	20	20	20	15	15	14	38	3
8366	20	20	*	15	0	0	35	2.2
8367	19	0	*	14	12	15	30	2
8382	19	19	*	15	14	15	47	3.9
8464	19	20	*	15	14	15	46	3.9
8496	20	20	20	15	14	13	43	3.5
8576	19	19	20	15	12	14	12	0
8597	18	20	20	13	13	14	38	2.9
8605	20	20	*	15	14	0	43	3.5
8615	20	20	0	13	14	0	37	2.8
8619	0	0	20	0	15	14	30	1.6
8646	20	20	16	15	15	15	47	3.9
8824	20	18	15	14	14	15	38	2.9
8952	20	0	20	15	0	3	27	1.4
9008	17	18	0	13	0	0	29	1.4
9078	20	20	17	0	14	9	32	2.1
9094	18	19	20	14	13	15	24	1.3
9129	20	20	20	15	13	12	24	1.3
9172	18	16	18	13	14	14	30	1.9
9177	20	20	20	15	14	0	24	1.4
9187	20	19	0	15	14	15	45	3.7
9269	18	17	20	13	13	15	37	2.7
9269	20	20	20	15	12	14	38	2.9
9304	18	20	17	14	13	13	40	3.1
9324	20	0	18	12	15	14	44	3.6
9335	0	0	0	13	14	14	35	1.8
9343	20	20	17	12	0	15	34	2.4
9350	20	19	*	15	14	15	41	3.3
9365	0	20	*	9	11	0	18	0
9375	20	20	0	13	14	14	32	2.2
9527	20	20	19	13	13	11	43	3.4
9588	20	20	20	15	0	12	49	4
9591	20	20	18	13	9	14	49	4
9604	20	19	20	12	15	10	25	1.4
9633	0	20	0	13	12	13	38	2.5
9636	20	20	20	10	11	9	24	1.1
9682	20	20	20	15	14	12	19	0.8
9822	14	15	20	15	15	15	36	2.6
9849	20	20	18	15	15	15	45	3.7
9895	17	19	*	14	11	15	13	0
9981	20	20	20	0	0	0	21	0
9989	20	20	18	14	15	15	46	3.9

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