In a space, potential (V) is given by V=loge(xy), where V,x,y are in SI units. The angle between →E & X-axis at point (6,6√3)m

In a space, potential (V) is given by V=loge(xy), where V,x,y are in S

1.	In a space, potential (V) is given by V=loge(xy), where V,x,y are in SI units. The angle between →E & X-axis at point (6,6√3)m
Answer» In a space, potential $(V)$ is given by $V = {log}_{e} (x y)$ , where $V, x, y$ are in SI units. The angle between $\to E$ & $X$ -axis at point $(6, 6 \sqrt{3}) m$

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In a space, potential (V) is given by V=loge(xy), where V,x,y are in SI units. The angle between →E &amp; X-axis at point (6,6√3)m

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In a space, potential (V) is given by V=loge(xy), where V,x,y are in SI units. The angle between →E & X-axis at point (6,6√3)m