Answers: 2
![\vec E_{tot} = -3106.063\,\hat{i}+9694.512\,\hat{j}+5436.229\,\hat{k}\,\,\left[\frac{N}{C} \right]](/tpl/images/0790/2539/c5ea1.png)
.
- Electric field, measured in newtons per coulomb.
- Electrostatic force, measured in newtons.
- Theoretical electric charge, measured in coulombs. 
- Electrostatic constant, measured in newton-square meters per square coulomb.
- Real electric charge, measured in coulombs. 
- Magnitude of the vector position, measured in meters. 
- Vector position, measured in meters. 
![\vec r_{P/A} = 0.15\,\hat{i}+0.20\,\hat{j}+0.50\,\hat{k}-0.10\,\hat{i}+0.10\,\hat{j}-0.10\,\hat{k}\,\,[m]](/tpl/images/0790/2539/402a9.png)
![\vec r_{P/A} = 0.05\,\hat{i}+0.30\,\hat{j}+0.40\,\hat{k}\,\,[m]](/tpl/images/0790/2539/dc67b.png)
![\vec r_{P/B} = 0.15\,\hat{i}+0.20\,\hat{j}+0.50\,\hat{k}+0.10\,\hat{i}-0.15\,\hat{j}-0.05\,\hat{k}\,\,[m]](/tpl/images/0790/2539/6053c.png)
![\vec r_{P/B} = 0.25\,\hat{i}+0.05\,\hat{j}+0.45\,\hat{k}\,\,[m]](/tpl/images/0790/2539/121f1.png)
, 
, 
, ![\vec{E}_{tot} = \left[\frac{\left(9\times 10^{9}\,\frac{N\cdot m^{2}}{C^{2}} \right)\cdot (0.5\times 10^{-6}\,C)}{(0.502\,m)^{3}} \right]\cdot (0.05\,\hat{i}+0.30\,\hat{j}+0.40\,\hat{k})\,\,[m] + \left[\frac{\left(9\times 10^{9}\,\frac{N\cdot m^{2}}{C^{2}} \right)\cdot (-0.3\times 10^{-6}\,C)}{(0.517\,m)^{3}} \right]\cdot (0.25\,\hat{i}+0.05\,\hat{j}+0.45\,\hat{k})\,\,[m]](/tpl/images/0790/2539/5dff2.png)
![\vec E_{tot} = 1778.572\,\hat{i}+10671.439\,\hat{j}+14228.573\,\hat{k} - 4884.635\,\hat{i}-976.927\,\hat{j}-8792.344\,\hat{k}\,\,\left[\frac{N}{C} \right]](/tpl/images/0790/2539/5cd58.png)
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