${ message }
Your cart is empty
Discount (${discount_percentage}%) : - ${discount}KD
Need Help?
How was the speed of the video ?
How well did you understood the video ?
Was the video helpful?
Was the notes helpful?
Sign up to try our free practice
KD
15.500
1 month
Add to cart
34.500
4 months
Subscribe to Physics 2
Practice (Free)
Practice
*$$ V_{a}-V_{b} = \int_{b}^{a}E.dl $$
$$ -d v=E \cdot d l $$
* $$ E=-\left(\hat{i} \frac{d v}{d x}+\hat{j} \frac{d v}{d y}+\hat{k} \frac{d v}{d z}\right) $$
$$ \nabla=\left(\hat{i} \frac{d}{d x}+\hat{j} \frac{d}{d y}+\hat{k} \frac{d}{d z}\right) $$
$$ \longrightarrow E=-\nabla V $$
* $$ E=-\frac{2 v}{2 r} $$
No comments yet
*$$
V_{a}-V_{b} = \int_{b}^{a}E.dl
$$
$$
-d v=E \cdot d l
$$
* $$
E=-\left(\hat{i} \frac{d v}{d x}+\hat{j} \frac{d v}{d y}+\hat{k} \frac{d v}{d z}\right)
$$
$$
\nabla=\left(\hat{i} \frac{d}{d x}+\hat{j} \frac{d}{d y}+\hat{k} \frac{d}{d z}\right)
$$
$$
\longrightarrow E=-\nabla V
$$
* $$
E=-\frac{2 v}{2 r}
$$
No comments yet
Join the conversation