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Let = Arctan(x) - Arctan(z) and = $\textbf{ grad}$

Question 60

Multiple Choice

Let $Let = arctan(x) - arctan(z) and = . Find a simplified expression for \textbf{ grad} ( ) × \textbf{ grad} ( ) . A) j B) 0 (zero vector field) C) j D) 0 (zero scalar field) E) - j$ = arctan(x) - arctan(z) and $Let = arctan(x) - arctan(z) and = . Find a simplified expression for \textbf{ grad} ( ) × \textbf{ grad} ( ) . A) j B) 0 (zero vector field) C) j D) 0 (zero scalar field) E) - j$ = $Let = arctan(x) - arctan(z) and = . Find a simplified expression for \textbf{ grad} ( ) × \textbf{ grad} ( ) . A) j B) 0 (zero vector field) C) j D) 0 (zero scalar field) E) - j$ . Find a simplified expression for $\textbf{ grad}$ (11ee7bac_4a3a_9aaa_ae82_759e3f104991_TB9661_11 ) × $\textbf{ grad}$ (11ee7bac_77f1_7c2b_ae82_019616e1397c_TB9661_11 ) .

A) 11ee77e1_7794_c7fd_a0f8_ad404e8c3f18_TB9661_11 j
B) 0 (zero vector field)
C) 11ee77e1_7794_c7fe_a0f8_8fa91b97c1db_TB9661_11 j
D) 0 (zero scalar field)
E) - 11ee77e1_7794_c7ff_a0f8_fb3404ab4de7_TB9661_11 j

Let = Arctan(x) - Arctan(z) and = grad\textbf{ grad} grad

Multiple Choice

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Let = Arctan(x) - Arctan(z) and = $\textbf{ grad}$

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