Arithmetic progressions are actually like
Patterns that contain terms
The first term of an arithmetic progression is denoted by
“a”
The difference between every term of an arithmetic progression
Common difference - denoted by “d”
In Arithmetic progression , the “n”th term is equal to
a + (n-1) d
Sum of numbers upto “n”th term in arithmetic progression
n/2 x ( first term + last term)
= n/2 x {a + [a + (n-1)d]}
= n/2 x [2a + (n-1)d]