Answer:
Part a)

Part b)

Explanation:
Part a)
Initial value of magnetic flux is given as


so we have

Final flux through the loop is given as

now EMF is given as



Part b)
If magnetic field is constant while Area is changing
So EMF is given as



Answer:
Got it from g00gle: Similarly, electrons flow more easily through a thick wire than they flow through a thin wire of the same material. Resistance is greater in a longer wire because the charges travel farther. As temperature increases, a metal's resistance increases because electrons collide more often.
Explanation:
Answer:
p = mv
Explanation:
- The momentum of a body is defined as the product of its mass and velocity. Its physical symbol is 'p'.
- The formula for momentum is given by
p = mv
Where,
m - the mass of the body in kg
v - velocity of the body in m/s
- Therefore, the unit of momentum is expressed as the kg m/s
- The momentum of a body is always associated with its motion. It is a vector quantity and it is directed in the direction of the velocity vector.
- If a body is at rest, the momentum associated with the body is zero.
- The momentum plays a significant role in the kinematics of the body. As similar to the energy conservation law, the total momentum of the body is conserved.
Answer:
θ for water = 0.3684°
Explanation:
given data
wavelength λ = 603 nm
angle θ = 0.49°
index of refraction n = 1.33
to find out
angular fringe separation
solution
we know that double slit interference is here
m λ = d sin(θ) .................1
so for air it will be
m λ(air) = d sin(θ)air ...........2
and for water it will be
m λ(water) = d sin(θ)water .............3
now we take here ratio of equation 2 and 3
=
and
ratio of wavelength is =
ratio of wavelength =
ratio of wavelength = 0.75187
so
sin(θ)water = sin(θ)air (0.75187)
sin(θ)water = sin(0.49) (0.75187)
sin(θ)water = 0.006429
so (θ)water is
(θ)water = 0.3683°
we notice here that by using small angle formula
we have approximate sin(θ) = θ
so θ for water is = 
θ for water = 
θ for water = 0.3684°
Answer:
St. Elmo's Fire - well known to old time sailors