To find the current (A) given the charge (Q) and voltage (U), we can use Ohm's Law formula:
I = Q / t
Where:I = current (A)Q = charge (Coulombs)t = time (seconds)
Given:Q = 5•10^-8 CoulombsU = 10^3 Volts
We can rearrange the formula to solve for current (I):
I = Q / tI = U / R (since R = V/I and U = V)
Now we need to find the resistance (R) using the formula:
R = U / I
Substitute the values:
R = 10^3 / 5•10^-8R = 2•10^10 ohms
Now we can find the current by rearranging the formula:
I = U / RI = 10^3 / (2•10^10)I = 5•10^-8 A
Therefore, the current is 5•10^-8 Amperes.
To find the current (A) given the charge (Q) and voltage (U), we can use Ohm's Law formula:
I = Q / t
Where:
I = current (A)
Q = charge (Coulombs)
t = time (seconds)
Given:
Q = 5•10^-8 Coulombs
U = 10^3 Volts
We can rearrange the formula to solve for current (I):
I = Q / t
I = U / R (since R = V/I and U = V)
Now we need to find the resistance (R) using the formula:
R = U / I
Substitute the values:
R = 10^3 / 5•10^-8
R = 2•10^10 ohms
Now we can find the current by rearranging the formula:
I = U / R
I = 10^3 / (2•10^10)
I = 5•10^-8 A
Therefore, the current is 5•10^-8 Amperes.