358175 A point charge \({q=36 \mu C}\) is located in the \({X-Y}\) plane at the point with position vector \({\vec{r}_{0}=2 \hat{i}+3 \hat{j}+\hat{k}}\). What is the electric field vector (in \({{kV} / {m}}\) ) at the point with position vector \({\vec{r}=8 \hat{i}-3 \hat{j}+\hat{k}}\)

358176 Assertion :
As force is a vector quantity, hence electric field intensity is also a vector quantity.
Reason :
The unit of electric field intensity is newton per coulomb.

358177 A positive point charge \(50\,\mu C\) is located in the plane \(XY\) at a point with radius vector \(\overrightarrow {{r_0}} = 2\widehat i + 3\widehat j\) . The electric field vector at \(\overrightarrow E \) a point with radius vector \(\overrightarrow r = 8\widehat i - 5\widehat j\) , where \({r_0}\) and \(r\) are expressed in meter, is

358178 A point charge \(q\) produces an electric field of magnitude \(2N{C^{ - 1}}\) at a point distance \(0.25\;m\) from it. What is the value of charge?

358179 The point charges \(Q\) and \(-2 Q\) are placed some distance apart. If the electric field at the location of \(Q\) is \(E\), then the electric field at the location of \(-2 Q\) will be

358175 A point charge \({q=36 \mu C}\) is located in the \({X-Y}\) plane at the point with position vector \({\vec{r}_{0}=2 \hat{i}+3 \hat{j}+\hat{k}}\). What is the electric field vector (in \({{kV} / {m}}\) ) at the point with position vector \({\vec{r}=8 \hat{i}-3 \hat{j}+\hat{k}}\)

358176 Assertion :
As force is a vector quantity, hence electric field intensity is also a vector quantity.
Reason :
The unit of electric field intensity is newton per coulomb.

358177 A positive point charge \(50\,\mu C\) is located in the plane \(XY\) at a point with radius vector \(\overrightarrow {{r_0}} = 2\widehat i + 3\widehat j\) . The electric field vector at \(\overrightarrow E \) a point with radius vector \(\overrightarrow r = 8\widehat i - 5\widehat j\) , where \({r_0}\) and \(r\) are expressed in meter, is

358178 A point charge \(q\) produces an electric field of magnitude \(2N{C^{ - 1}}\) at a point distance \(0.25\;m\) from it. What is the value of charge?

358179 The point charges \(Q\) and \(-2 Q\) are placed some distance apart. If the electric field at the location of \(Q\) is \(E\), then the electric field at the location of \(-2 Q\) will be

358175 A point charge \({q=36 \mu C}\) is located in the \({X-Y}\) plane at the point with position vector \({\vec{r}_{0}=2 \hat{i}+3 \hat{j}+\hat{k}}\). What is the electric field vector (in \({{kV} / {m}}\) ) at the point with position vector \({\vec{r}=8 \hat{i}-3 \hat{j}+\hat{k}}\)

358176 Assertion :
As force is a vector quantity, hence electric field intensity is also a vector quantity.
Reason :
The unit of electric field intensity is newton per coulomb.

358177 A positive point charge \(50\,\mu C\) is located in the plane \(XY\) at a point with radius vector \(\overrightarrow {{r_0}} = 2\widehat i + 3\widehat j\) . The electric field vector at \(\overrightarrow E \) a point with radius vector \(\overrightarrow r = 8\widehat i - 5\widehat j\) , where \({r_0}\) and \(r\) are expressed in meter, is

358178 A point charge \(q\) produces an electric field of magnitude \(2N{C^{ - 1}}\) at a point distance \(0.25\;m\) from it. What is the value of charge?

358179 The point charges \(Q\) and \(-2 Q\) are placed some distance apart. If the electric field at the location of \(Q\) is \(E\), then the electric field at the location of \(-2 Q\) will be

358175 A point charge \({q=36 \mu C}\) is located in the \({X-Y}\) plane at the point with position vector \({\vec{r}_{0}=2 \hat{i}+3 \hat{j}+\hat{k}}\). What is the electric field vector (in \({{kV} / {m}}\) ) at the point with position vector \({\vec{r}=8 \hat{i}-3 \hat{j}+\hat{k}}\)

358176 Assertion :
As force is a vector quantity, hence electric field intensity is also a vector quantity.
Reason :
The unit of electric field intensity is newton per coulomb.

358177 A positive point charge \(50\,\mu C\) is located in the plane \(XY\) at a point with radius vector \(\overrightarrow {{r_0}} = 2\widehat i + 3\widehat j\) . The electric field vector at \(\overrightarrow E \) a point with radius vector \(\overrightarrow r = 8\widehat i - 5\widehat j\) , where \({r_0}\) and \(r\) are expressed in meter, is

358178 A point charge \(q\) produces an electric field of magnitude \(2N{C^{ - 1}}\) at a point distance \(0.25\;m\) from it. What is the value of charge?

358179 The point charges \(Q\) and \(-2 Q\) are placed some distance apart. If the electric field at the location of \(Q\) is \(E\), then the electric field at the location of \(-2 Q\) will be

358175 A point charge \({q=36 \mu C}\) is located in the \({X-Y}\) plane at the point with position vector \({\vec{r}_{0}=2 \hat{i}+3 \hat{j}+\hat{k}}\). What is the electric field vector (in \({{kV} / {m}}\) ) at the point with position vector \({\vec{r}=8 \hat{i}-3 \hat{j}+\hat{k}}\)

358176 Assertion :
As force is a vector quantity, hence electric field intensity is also a vector quantity.
Reason :
The unit of electric field intensity is newton per coulomb.

358177 A positive point charge \(50\,\mu C\) is located in the plane \(XY\) at a point with radius vector \(\overrightarrow {{r_0}} = 2\widehat i + 3\widehat j\) . The electric field vector at \(\overrightarrow E \) a point with radius vector \(\overrightarrow r = 8\widehat i - 5\widehat j\) , where \({r_0}\) and \(r\) are expressed in meter, is

358178 A point charge \(q\) produces an electric field of magnitude \(2N{C^{ - 1}}\) at a point distance \(0.25\;m\) from it. What is the value of charge?

358179 The point charges \(Q\) and \(-2 Q\) are placed some distance apart. If the electric field at the location of \(Q\) is \(E\), then the electric field at the location of \(-2 Q\) will be