Respuesta :
Ohm's law = V = [tex] \frac{I}{R} [/tex]
So to apply for this values in the formula we have to find total resistance in the cuircuit.
So, [tex] R_{1} + R_{2} [/tex] = total resistance
3 + 2 = 5 ohms
Now, lets plug in the equations
1.5 = [tex] \frac{I}{5} [/tex] { multiplying both sides by 5 }
5 * 1.5 = I
7.5 = I
So correct option is C
I = 7.5 amps
So to apply for this values in the formula we have to find total resistance in the cuircuit.
So, [tex] R_{1} + R_{2} [/tex] = total resistance
3 + 2 = 5 ohms
Now, lets plug in the equations
1.5 = [tex] \frac{I}{5} [/tex] { multiplying both sides by 5 }
5 * 1.5 = I
7.5 = I
So correct option is C
I = 7.5 amps
Answer:
0.3
Step-by-step explanation:
The equation you use is I=[tex]\frac{V}{R}[/tex]
V=volts
R=ohms
I=amps
You add up the ohms since there are more than one
3+2=5
so 5 ohms
the volts are 1.5
Plug in the numbers:
I=[tex]\frac{1.5}{5}[/tex]
Solve it-
1.5 divided by 5 equals 0.3
Sooooooo...
The answer is: 0.3