Distance
Hello,
Angular distance It is defined as the angle through which an angle moves on a circular path. The formula for angular distance(x) is:
x=(t/2*pi*r)*2*pi
=> x=t/r
t=time,r=radius
Hello!
As per the dictionary meaning:
the angular separation between two objects as perceived by an observer is called angular distance.
In mathematics- the angular distance between 2 point objects, as observed from a location different from either of these objects, is the size of the angle between the two
So let us suppose,
r1= initial radius
r2=final radius
r2=r1+125%r1=9/4r1
t1=initial duration of 1 year
t2=final duration of 1 year
by Kepler's law we know that t^2 is directly proportional to r^3
therefore
(t2/t1)^2=(r2/r1)^3
t2/t1=(r2/r1)^(3/2)
t2=t1*(9/4r1/r1)^(3/2)
t2=t1*(3/2)^3
t2=365*27/8
this will be the duration of 1 year if the distance
Hii Soni!
Kindly specify the location of the directorate for which you asked the question. If I suppose it is the Bihar directorate, Darbhanga, then you will get the assignment on the official website the link for which is provided below.
https://www.ddelnmu.ac.in/home/assignment.php
If it is any other directrate, kindly mention
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Programme Structure
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