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L = 9dx - 2dy and = -Dx+ 3dy

Question 11

Multiple Choice

LetLet  = 9dx - 2dy and   = -dx+ 3dy be 1 -forms on   . Find all 1-forms   on   such that   . A)    = t dx +   (25 - 2t)  dy, t   R B)    = t dx +   (29 - 2t)  dy, -  < t <   C)    = t dx +   (29 + 2t)  dy, -  < t <   D)    =   (25 + 9t)  dx + t dy, t   R E)    =   (29 - 9t)  dx + t dy, -  < t <  = 9dx - 2dy and Let  = 9dx - 2dy and   = -dx+ 3dy be 1 -forms on   . Find all 1-forms   on   such that   . A)    = t dx +   (25 - 2t)  dy, t   R B)    = t dx +   (29 - 2t)  dy, -  < t <   C)    = t dx +   (29 + 2t)  dy, -  < t <   D)    =   (25 + 9t)  dx + t dy, t   R E)    =   (29 - 9t)  dx + t dy, -  < t <  = -dx+ 3dy be 1 -forms on Let  = 9dx - 2dy and   = -dx+ 3dy be 1 -forms on   . Find all 1-forms   on   such that   . A)    = t dx +   (25 - 2t)  dy, t   R B)    = t dx +   (29 - 2t)  dy, -  < t <   C)    = t dx +   (29 + 2t)  dy, -  < t <   D)    =   (25 + 9t)  dx + t dy, t   R E)    =   (29 - 9t)  dx + t dy, -  < t <  . Find all 1-forms Let  = 9dx - 2dy and   = -dx+ 3dy be 1 -forms on   . Find all 1-forms   on   such that   . A)    = t dx +   (25 - 2t)  dy, t   R B)    = t dx +   (29 - 2t)  dy, -  < t <   C)    = t dx +   (29 + 2t)  dy, -  < t <   D)    =   (25 + 9t)  dx + t dy, t   R E)    =   (29 - 9t)  dx + t dy, -  < t <  on Let  = 9dx - 2dy and   = -dx+ 3dy be 1 -forms on   . Find all 1-forms   on   such that   . A)    = t dx +   (25 - 2t)  dy, t   R B)    = t dx +   (29 - 2t)  dy, -  < t <   C)    = t dx +   (29 + 2t)  dy, -  < t <   D)    =   (25 + 9t)  dx + t dy, t   R E)    =   (29 - 9t)  dx + t dy, -  < t <  such that Let  = 9dx - 2dy and   = -dx+ 3dy be 1 -forms on   . Find all 1-forms   on   such that   . A)    = t dx +   (25 - 2t)  dy, t   R B)    = t dx +   (29 - 2t)  dy, -  < t <   C)    = t dx +   (29 + 2t)  dy, -  < t <   D)    =   (25 + 9t)  dx + t dy, t   R E)    =   (29 - 9t)  dx + t dy, -  < t <  .


A) 11ee7975_2bfd_ecfa_88d3_cb60d904737e_TB9661_11 = t dx + 11ee77e1_778e_37a8_a0f8_b1efaff7009c_TB9661_11 (25 - 2t) dy, t 11ee7974_eec1_32c8_88d3_178ace6e171f_TB9661_11 R
B) 11ee7975_2bfd_ecfa_88d3_cb60d904737e_TB9661_11 = t dx + 11ee77e1_778e_37a9_a0f8_8f4218ee84af_TB9661_11 (29 - 2t) dy, -11ee7975_081b_3819_88d3_837de92b3d96_TB9661_11 < t < 11ee7975_081b_3819_88d3_837de92b3d96_TB9661_11
C) 11ee7975_2bfd_ecfa_88d3_cb60d904737e_TB9661_11 = t dx + 11ee77e1_778e_37aa_a0f8_ff9801ae1d2f_TB9661_11 (29 + 2t) dy, -11ee7975_081b_3819_88d3_837de92b3d96_TB9661_11 < t < 11ee7975_081b_3819_88d3_837de92b3d96_TB9661_11
D) 11ee7975_2bfd_ecfa_88d3_cb60d904737e_TB9661_11 = 11ee77e1_778e_37ab_a0f8_c192ca7c889b_TB9661_11 (25 + 9t) dx + t dy, t 11ee7974_eec1_32c8_88d3_178ace6e171f_TB9661_11 R
E) 11ee7975_2bfd_ecfa_88d3_cb60d904737e_TB9661_11 = 11ee77e1_778e_37ac_a0f8_fd6dc6ebe42b_TB9661_11 (29 - 9t) dx + t dy, -11ee7975_081b_3819_88d3_837de92b3d96_TB9661_11 < t < 11ee7975_081b_3819_88d3_837de92b3d96_TB9661_11

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