Answer:
(a): I = 4.6875 A
(b): P = 562.5 W
(c): P mech = 492.1875 W
Explanation:
Data Given:
V= 120 V
E= 105 V
R= 3.2 Ω
To find:
(a): I = ?
As we know that in a DC series motor the equation to be used will be:
V = Ε + (I) (R)
120 V = 105 V + ( I ) (3.2 Ω),
I= 15/3.2
I= 4.6875 A ans
Now moving towards Power delivered i.e.
(b): P del :
P del = V X I = (120 V) (4.6875 A) = 562.5 W. ans
c) P mech = ?
The mechanical power output is the electrical power input minus the rate of dissipation of energy in the motor’s resistance (assuming that there are no other power losses):
The power P dissipated in the resistance r is
P dsptd = I²r = (4.6875 A)² X(3.2 Ω) = 70.3125 W
P mech = P del - P dsptd
P mech = 562.5 W — 70.3125 W = 492.1875 W Ans
Hope it is clear
Answer:
the sign of these carriers is POSITIVE
Explanation:
In the effect, he found the charge carriers that were subjected to two forces, one electric and the other magnetic.
F = F_e + F_m = q E + q v x B
bold indicates vectors
The electric field goes to the east, therefore the current also has this direction, the vector product of the velocity of the charge carriers towards the east and the magnetic field upwards, using the right hand rule a magnetic force is created towards the north if the carriers are positive.
In the exercise they indicate that the north side has a higher potential than the south side, therefore there must be an accumulation of carriers on this side that create an electric field (Hall) that is put to the magnetic force until reaching equilibrium when the total force is zero.
Therefore the sign of these carriers is POSITIVE
Answer:
C.
Explanation:
The velocity is going down at the beginning of Carla's trip, so acceleration is decreasing; this means she was slowing down. Then, the line hits 0, which means she isn't moving. Then, she started moving again after 4 seconds, so she was speeding up.
Answer:
By dropping a pencil from a certain fixed height again and again it will make the target super messay with marks of dot everywhere on the target and some even out side the target.
Explanation: