NUMBER OF UNDERGRADUATE STUDENTS:
Quarter |
Chem |
Math |
Phys |
Applied Phys |
ESS (all majors) |
Unde |
W2013 |
427 |
420 |
129 |
0 |
148 |
152 |
W2014 |
426 |
501 |
156 |
0 |
192 |
197 |
W2015 |
405 |
594 |
164 |
0 |
236 |
152 |
W2016 |
415 |
750 |
203 |
0 |
208 |
219 |
W2017 |
468 |
989 |
210 |
22 |
201 |
197 |
W2018 |
508 |
1085 |
206 |
81 |
231 |
176 |
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)
NUMBER OF GRADUATE STUDENTS:
|
W18 |
CHEMISTRY |
202 |
CHM-CHM AND MATL PHY |
12 |
EARTH SYSTEM SCIENCE |
50 |
MATHEMATICS |
101 |
PHY-CHM AND MATL PHY |
28 |
PHYSICS |
98 |
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)
W18 LECTURE ENROLLMENTS:
Dept |
MATH |
ESS |
CHEM |
PHYSICS |
W2018 |
6832 |
1330 |
5922 |
3742 |
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)
ENROLLMENTS BY DEPT:
Quarterly Summary for W2018 |
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Level |
LEC |
DIS |
LAB |
LAB LEC |
RES |
SEM |
TUT |
FLD |
COL |
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CHEM |
Lower-Div |
3879 |
3879 |
1867 |
1396 |
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Upper-Div |
482 |
618 |
198 |
|
66 |
|
49 |
|
|
|
Grad |
165 |
130 |
|
|
190 |
312 |
92 |
|
|
|
Total |
4526 |
4627 |
2065 |
1396 |
256 |
312 |
141 |
0 |
0 |
|
|
|
|
|
|
|
|
|
|
|
ESS |
Lower-Div |
1054 |
755 |
299 |
|
|
|
|
|
|
|
Upper-Div |
253 |
41 |
28 |
|
34 |
14 |
|
8 |
|
|
Grad |
23 |
|
|
|
46 |
47 |
15 |
|
|
|
Total |
1330 |
796 |
327 |
0 |
80 |
61 |
15 |
8 |
0 |
|
|
|
|
|
|
|
|
|
|
|
MATH |
Lower-Div |
5536 |
5213 |
45 |
|
|
|
|
|
|
|
Upper-Div |
1117 |
1071 |
45 |
|
28 |
|
|
10 |
|
|
Grad |
179 |
|
|
|
61 |
128 |
|
|
|
|
Total |
6832 |
6284 |
90 |
0 |
89 |
128 |
0 |
10 |
0 |
|
|
|
|
|
|
|
|
|
|
|
PHYS |
Lower-Div |
3329 |
3223 |
1896 |
|
|
|
178 |
|
|
|
Upper-Div |
242 |
202 |
30 |
|
22 |
|
|
|
|
|
Grad |
171 |
59 |
2 |
|
86 |
49 |
43 |
|
3 |
|
Total |
3742 |
3484 |
1928 |
0 |
108 |
49 |
221 |
0 |
3 |
CHEMISTRY ENROLLMENTS FOR WINTER 2018 |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
CHEM |
1A |
DIS |
768 |
|
CHEM |
177L |
LAB |
6 |
CHEM |
1A |
LEC |
768 |
|
CHEM |
180 |
RES |
58 |
CHEM |
1B |
DIS |
1665 |
|
CHEM |
H180B |
RES |
8 |
CHEM |
1B |
LEC |
1665 |
|
CHEM |
192 |
TUT |
34 |
CHEM |
1LD |
LAB |
205 |
|
CHEM |
193 |
LEC |
10 |
CHEM |
1LE |
LAB |
266 |
|
CHEM |
199 |
TUT |
15 |
CHEM |
H2B |
DIS |
69 |
|
CHEM |
202 |
DIS |
22 |
CHEM |
H2B |
LEC |
69 |
|
CHEM |
202 |
LEC |
22 |
CHEM |
H2LB |
LAB |
69 |
|
CHEM |
204 |
DIS |
29 |
CHEM |
H2LB |
LAB LEC |
69 |
|
CHEM |
204 |
LEC |
26 |
CHEM |
M2B |
DIS |
87 |
|
CHEM |
217 |
DIS |
15 |
CHEM |
M2B |
LEC |
87 |
|
CHEM |
217 |
LEC |
15 |
CHEM |
M2LB |
LAB |
87 |
|
CHEM |
228 |
DIS |
5 |
CHEM |
M2LB |
LAB LEC |
87 |
|
CHEM |
228 |
LEC |
5 |
CHEM |
51B |
DIS |
1290 |
|
CHEM |
231B |
DIS |
7 |
CHEM |
51B |
LEC |
1290 |
|
CHEM |
231B |
LEC |
7 |
CHEM |
51LB |
LAB |
1163 |
|
CHEM |
232A |
DIS |
19 |
CHEM |
51LB |
LAB LEC |
1163 |
|
CHEM |
232A |
LEC |
19 |
CHEM |
H52LB |
LAB |
9 |
|
CHEM |
245B |
DIS |
15 |
CHEM |
H52LB |
LAB LEC |
9 |
|
CHEM |
245B |
LEC |
15 |
CHEM |
M52LB |
LAB |
68 |
|
CHEM |
245C |
LEC |
9 |
CHEM |
M52LB |
LAB LEC |
68 |
|
CHEM |
249 |
LEC |
24 |
CHEM |
107L |
DIS |
67 |
|
CHEM |
263 |
DIS |
18 |
CHEM |
107L |
LAB |
66 |
|
CHEM |
263 |
LEC |
18 |
CHEM |
127 |
DIS |
66 |
|
CHEM |
273 |
LEC |
5 |
CHEM |
127 |
LEC |
66 |
|
CHEM |
280 |
RES |
190 |
CHEM |
128 |
DIS |
89 |
|
CHEM |
290 |
SEM |
151 |
CHEM |
128 |
LEC |
89 |
|
CHEM |
291 |
SEM |
91 |
CHEM |
128L |
DIS |
78 |
|
CHEM |
292 |
SEM |
70 |
CHEM |
128L |
LAB |
78 |
|
CHEM |
299 |
TUT |
1 |
CHEM |
132B |
DIS |
222 |
|
CHEM |
399 |
TUT |
91 |
CHEM |
132B |
LEC |
222 |
|
|
|
|
|
CHEM |
141 |
DIS |
28 |
|
|
|
|
|
CHEM |
141 |
LEC |
28 |
|
|
|
|
|
CHEM |
145B |
DIS |
1 |
|
|
|
|
|
CHEM |
145B |
LEC |
1 |
|
|
|
|
|
CHEM |
150L |
LAB |
5 |
|
|
|
|
|
CHEM |
150L |
LEC |
5 |
|
|
|
|
|
CHEM |
152 |
DIS |
43 |
|
|
|
|
|
CHEM |
152 |
LAB |
43 |
|
|
|
|
|
CHEM |
152 |
LEC |
43 |
|
|
|
|
|
CHEM |
177 |
DIS |
18 |
|
|
|
|
|
CHEM |
177 |
LEC |
18 |
|
|
|
|
|
CHEM |
177L |
DIS |
6 |
|
|
|
|
|
ESS ENROLLMENTS FOR WINTER 2018 |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
EARTHSS |
3 |
DIS |
401 |
|
|
|
|
|
EARTHSS |
3 |
LEC |
401 |
|
|
|
|
|
EARTHSS |
7 |
LAB |
182 |
|
|
|
|
|
EARTHSS |
7 |
LEC |
182 |
|
|
|
|
|
EARTHSS |
19 |
LAB |
76 |
|
|
|
|
|
EARTHSS |
19 |
LEC |
76 |
|
|
|
|
|
EARTHSS |
23 |
DIS |
238 |
|
|
|
|
|
EARTHSS |
23 |
LEC |
238 |
|
|
|
|
|
EARTHSS |
H30B |
LAB |
24 |
|
|
|
|
|
EARTHSS |
H30B |
LEC |
24 |
|
|
|
|
|
EARTHSS |
40A |
LAB |
17 |
|
|
|
|
|
EARTHSS |
40A |
LEC |
17 |
|
|
|
|
|
EARTHSS |
53 |
DIS |
60 |
|
|
|
|
|
EARTHSS |
53 |
LEC |
60 |
|
|
|
|
|
EARTHSS |
60B |
DIS |
56 |
|
|
|
|
|
EARTHSS |
60B |
LEC |
56 |
|
|
|
|
|
EARTHSS |
100 |
LEC |
21 |
|
|
|
|
|
EARTHSS |
118 |
LAB |
28 |
|
|
|
|
|
EARTHSS |
118 |
LEC |
28 |
|
|
|
|
|
EARTHSS |
130 |
DIS |
6 |
|
|
|
|
|
EARTHSS |
130 |
LEC |
6 |
|
|
|
|
|
EARTHSS |
142 |
DIS |
35 |
|
|
|
|
|
EARTHSS |
142 |
LEC |
43 |
|
|
|
|
|
EARTHSS |
146 |
LEC |
20 |
|
|
|
|
|
EARTHSS |
162 |
LEC |
29 |
|
|
|
|
|
EARTHSS |
176W |
LEC |
20 |
|
|
|
|
|
EARTHSS |
180 |
LEC |
86 |
|
|
|
|
|
EARTHSS |
190B |
SEM |
14 |
|
|
|
|
|
EARTHSS |
197 |
FLD |
8 |
|
|
|
|
|
EARTHSS |
199 |
RES |
27 |
|
|
|
|
|
EARTHSS |
H199B |
RES |
7 |
|
|
|
|
|
EARTHSS |
224 |
LEC |
7 |
|
|
|
|
|
EARTHSS |
226 |
LEC |
7 |
|
|
|
|
|
EARTHSS |
228 |
LEC |
9 |
|
|
|
|
|
EARTHSS |
280B |
SEM |
40 |
|
|
|
|
|
EARTHSS |
286B |
SEM |
2 |
|
|
|
|
|
EARTHSS |
290 |
SEM |
5 |
|
|
|
|
|
EARTHSS |
299 |
RES |
46 |
|
|
|
|
|
EARTHSS |
399 |
TUT |
15 |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
MATH ENROLLMENTS FOR WINTER 2018 |
|
|
|
|
|
|
|
|
|
|
MATH |
130B |
DIS |
103 |
MATH |
1B |
LEC |
278 |
|
MATH |
130B |
LEC |
103 |
MATH |
2A |
DIS |
1088 |
|
MATH |
133A |
DIS |
79 |
MATH |
2A |
LEC |
1088 |
|
MATH |
133A |
LEC |
79 |
MATH |
2B |
DIS |
1607 |
|
MATH |
133B |
DIS |
37 |
MATH |
2B |
LEC |
1607 |
|
MATH |
133B |
LEC |
39 |
MATH |
2D |
DIS |
573 |
|
MATH |
140A |
DIS |
65 |
MATH |
2D |
LEC |
573 |
|
MATH |
140A |
LEC |
65 |
MATH |
2E |
DIS |
281 |
|
MATH |
140B |
DIS |
85 |
MATH |
2E |
LEC |
281 |
|
MATH |
140B |
LEC |
85 |
MATH |
H2D |
DIS |
39 |
|
MATH |
H140B |
LEC |
6 |
MATH |
H2D |
LEC |
39 |
|
MATH |
147 |
DIS |
29 |
MATH |
3A |
DIS |
681 |
|
MATH |
147 |
LEC |
29 |
MATH |
3A |
LEC |
681 |
|
MATH |
161 |
DIS |
29 |
MATH |
3D |
DIS |
483 |
|
MATH |
161 |
LEC |
29 |
MATH |
3D |
LEC |
483 |
|
MATH |
162A |
DIS |
21 |
MATH |
4 |
DIS |
221 |
|
MATH |
162A |
LEC |
21 |
MATH |
4 |
LEC |
221 |
|
MATH |
173B |
LEC |
20 |
MATH |
5A |
DIS |
19 |
|
MATH |
175 |
DIS |
13 |
MATH |
5A |
LEC |
19 |
|
MATH |
175 |
LEC |
13 |
MATH |
5B |
DIS |
22 |
|
MATH |
176 |
DIS |
105 |
MATH |
5B |
LEC |
22 |
|
MATH |
176 |
LEC |
105 |
MATH |
9 |
LAB |
45 |
|
MATH |
180A |
DIS |
46 |
MATH |
9 |
LEC |
45 |
|
MATH |
180A |
LEC |
46 |
MATH |
13 |
DIS |
199 |
|
MATH |
192 |
FLD |
10 |
MATH |
13 |
LEC |
199 |
|
MATH |
192 |
LEC |
10 |
MATH |
105B |
DIS |
45 |
|
MATH |
199B |
RES |
28 |
MATH |
105B |
LEC |
45 |
|
MATH |
205B |
LEC |
15 |
MATH |
105LB |
LAB |
45 |
|
MATH |
206B |
LEC |
10 |
MATH |
112B |
DIS |
47 |
|
MATH |
210B |
LEC |
19 |
MATH |
112B |
LEC |
47 |
|
MATH |
218B |
LEC |
9 |
MATH |
113B |
DIS |
11 |
|
MATH |
220B |
LEC |
19 |
MATH |
113B |
LEC |
11 |
|
MATH |
222B |
LEC |
9 |
MATH |
117 |
DIS |
23 |
|
MATH |
226B |
LEC |
5 |
MATH |
117 |
LEC |
23 |
|
MATH |
227B |
LEC |
12 |
MATH |
120A |
DIS |
135 |
|
MATH |
230B |
LEC |
12 |
MATH |
120A |
LEC |
135 |
|
MATH |
232B |
LEC |
16 |
MATH |
120B |
DIS |
33 |
|
MATH |
245B |
LEC |
11 |
MATH |
120B |
LEC |
33 |
|
MATH |
260B |
LEC |
5 |
MATH |
H120B |
LEC |
8 |
|
MATH |
271B |
LEC |
5 |
MATH |
121A |
DIS |
52 |
|
MATH |
282B |
LEC |
7 |
MATH |
121A |
LEC |
52 |
|
MATH |
290B |
LEC |
5 |
MATH |
121B |
DIS |
54 |
|
MATH |
295B |
LEC |
11 |
MATH |
121B |
LEC |
54 |
|
MATH |
296 |
LEC |
9 |
MATH |
130A |
DIS |
59 |
|
MATH |
298B |
SEM |
128 |
MATH |
130A |
LEC |
59 |
|
MATH |
299B |
RES |
61 |
PHYSICS ENROLLMENTS FOR WINTER 2018 |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
PHYSICS |
2 |
DIS |
178 |
|
PHYSICS |
137 |
LEC |
22 |
PHYSICS |
2 |
LEC |
178 |
|
PHYSICS |
138 |
DIS |
10 |
PHYSICS |
2 |
TUT |
178 |
|
PHYSICS |
138 |
LEC |
10 |
PHYSICS |
3A |
DIS |
361 |
|
PHYSICS |
193 |
LEC |
4 |
PHYSICS |
3A |
LEC |
361 |
|
PHYSICS |
195 |
RES |
10 |
PHYSICS |
3B |
DIS |
727 |
|
PHYSICS |
196B |
RES |
4 |
PHYSICS |
3B |
LEC |
727 |
|
PHYSICS |
H196B |
RES |
6 |
PHYSICS |
3LB |
LAB |
672 |
|
PHYSICS |
199 |
RES |
2 |
PHYSICS |
7C |
DIS |
742 |
|
PHYSICS |
213A |
DIS |
30 |
PHYSICS |
7C |
LEC |
741 |
|
PHYSICS |
213A |
LEC |
30 |
PHYSICS |
7D |
DIS |
476 |
|
PHYSICS |
214A |
LEC |
29 |
PHYSICS |
7D |
LEC |
476 |
|
PHYSICS |
215B |
DIS |
28 |
PHYSICS |
7E |
DIS |
63 |
|
PHYSICS |
215B |
LEC |
28 |
PHYSICS |
7E |
LEC |
63 |
|
PHYSICS |
220 |
LAB |
2 |
PHYSICS |
7LC |
LAB |
694 |
|
PHYSICS |
220 |
LEC |
2 |
PHYSICS |
7LD |
LAB |
475 |
|
PHYSICS |
228 |
DIS |
1 |
PHYSICS |
18 |
LEC |
52 |
|
PHYSICS |
228 |
LEC |
1 |
PHYSICS |
20A |
DIS |
228 |
|
PHYSICS |
234B |
LEC |
6 |
PHYSICS |
20A |
LEC |
228 |
|
PHYSICS |
238B |
LEC |
9 |
PHYSICS |
20B |
DIS |
149 |
|
PHYSICS |
239C |
LEC |
4 |
PHYSICS |
20B |
LEC |
149 |
|
PHYSICS |
240C |
LEC |
5 |
PHYSICS |
20E |
DIS |
157 |
|
PHYSICS |
246 |
LEC |
29 |
PHYSICS |
20E |
LEC |
157 |
|
PHYSICS |
260B |
SEM |
1 |
PHYSICS |
21 |
DIS |
22 |
|
PHYSICS |
261B |
SEM |
7 |
PHYSICS |
21 |
LEC |
22 |
|
PHYSICS |
263B |
SEM |
8 |
PHYSICS |
52B |
LAB |
55 |
|
PHYSICS |
265B |
SEM |
5 |
PHYSICS |
52B |
LEC |
55 |
|
PHYSICS |
273 |
LEC |
6 |
PHYSICS |
61A |
DIS |
74 |
|
PHYSICS |
291 |
SEM |
28 |
PHYSICS |
61A |
LEC |
74 |
|
PHYSICS |
295 |
RES |
58 |
PHYSICS |
H90 |
DIS |
46 |
|
PHYSICS |
296 |
RES |
25 |
PHYSICS |
H90 |
LEC |
46 |
|
PHYSICS |
298 |
COL |
3 |
PHYSICS |
111B |
DIS |
49 |
|
PHYSICS |
299 |
RES |
3 |
PHYSICS |
111B |
LEC |
49 |
|
PHYSICS |
395 |
LEC |
22 |
PHYSICS |
112A |
DIS |
69 |
|
PHYSICS |
399 |
TUT |
43 |
PHYSICS |
112A |
LEC |
69 |
|
|
|
|
|
PHYSICS |
113C |
DIS |
8 |
|
|
|
|
|
PHYSICS |
113C |
LEC |
8 |
|
|
|
|
|
PHYSICS |
120 |
LAB |
12 |
|
|
|
|
|
PHYSICS |
120 |
LEC |
12 |
|
|
|
|
|
PHYSICS |
121W |
LAB |
18 |
|
|
|
|
|
PHYSICS |
121W |
LEC |
18 |
|
|
|
|
|
PHYSICS |
125A |
DIS |
44 |
|
|
|
|
|
PHYSICS |
125A |
LEC |
44 |
|
|
|
|
|
PHYSICS |
136 |
LEC |
6 |
|
|
|
|
|
PHYSICS |
137 |
DIS |
22 |
|
|
|
|
|