Answer:
a) 
b) 
c) 
d) 
e) Since Dave starts from house and finally returns to the house so displacement is zero.
Explanation:
Given:
- distance between the house and the store,

- speed of driving from house to store,

- speed of driving back from store to house,

Since the store is located towards east from his house and the velocity in this direction is taken negative and contrary to this the velocity in the west direction is taken positive.
a)
time taken in reaching the store:



b)
Now the time taken in returning form the store:



therefore total time taken by the trip:



c)
the time taken by the trip in minutes:


d)
distance travelled in the whole trip:



e)
Since Dave starts from house and finally returns to the house so displacement is zero.
Answer:
a) C. 7.5 V
b) A. 2.5 V
Explanation:
First, we find the total resistance of the circuit. A voltage divider circuit is a series circuit. Therefore, its total resistance will be the sum of individual resistances:

a)
Now, we will apply the voltage divider rule on this circuit to find the voltage across the 300 Ω Resistor (R₂):

V₂ = 7.5 V
Therefore, the correct option is:
<u>C. 7.5 V</u>
<u></u>
b)
Now, the voltage across the 100 Ω Resistor (R₁) will be:

Therefore,the correct option is:
<u>A. 2.5 V</u>
Answer:
0.1675 A
Explanation:
Since
then making I the subject
where L is the length of the rod, in this case given as 1.0792 m, B is magnetic field which is given as 2.88578 T, m is the mass which is 53.1794 g which is equivalent to 0.0531794 Kg . For minimum current, 
Substituting the given values then

Answer:
1.99×10^-4coulombs
Explanation:
The charge (Q) across the resistor the directly proportional to the voltage (V) where capacitance of the capacitor(C) is the proportionality constant. Mathematically, Q = CV
If V is the voltage across the resistor, V = IR (according to ohm's law) where I is the current in the resistor and R is the resistance.
We need to calculate the voltage on the resistor first when 0.18A current is passed through it.
V = 0.18 × 185
V = 33.3Volts
The charge Q on the resistor will be;
Q = CV
Were C = 6.00 μF, V = 33.3
Q= 6×10^-6 ×33.3
Q = 0.0001998
Q= 1.99×10^-4Coulombs
PITCH
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