Multiple Choice
Find a differential form such that d11ee7bc7_4a83_9687_ae82_51ccf66be046_TB9661_11 = 3 dx11ee7bc7_61d1_9f38_ae82_4b21c548d46f_TB9661_11 dy11ee7bc7_61d1_9f38_ae82_4b21c548d46f_TB9661_11 dzNote: answer is not unique.
A) 4xdy11ee7bc7_61d1_9f38_ae82_4b21c548d46f_TB9661_11dz + ydz11ee7bc7_61d1_9f38_ae82_4b21c548d46f_TB9661_11dx -2z11ee7bc7_61d1_9f38_ae82_4b21c548d46f_TB9661_11dx11ee7bc7_61d1_9f38_ae82_4b21c548d46f_TB9661_11 dy
B) xdx + ydy + zdz
C) zdy11ee7bc7_61d1_9f38_ae82_4b21c548d46f_TB9661_11 dz + xdz11ee7bc7_61d1_9f38_ae82_4b21c548d46f_TB9661_11 dx + y11ee7bc7_61d1_9f38_ae82_4b21c548d46f_TB9661_11dx11ee7bc7_61d1_9f38_ae82_4b21c548d46f_TB9661_11 dy
D) 2ydy11ee7bc7_61d1_9f38_ae82_4b21c548d46f_TB9661_11 dz + 5zdz11ee7bc7_61d1_9f38_ae82_4b21c548d46f_TB9661_11 dx -4 x11ee7bc7_61d1_9f38_ae82_4b21c548d46f_TB9661_11dx 11ee7bc7_61d1_9f38_ae82_4b21c548d46f_TB9661_11 dy
E) (x + y + z ) dx11ee7bc7_61d1_9f38_ae82_4b21c548d46f_TB9661_11 dy11ee7bc7_61d1_9f38_ae82_4b21c548d46f_TB9661_11 dz
Correct Answer:

Verified
Correct Answer:
Verified
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