Lesson 4 of 12 • 14 upvotes • 6:45mins
We have a look at if we can insert any number of terms between two given terms, such that resulting sequence is an A.P. We also get introduced to the concept of Arithmetic Mean (A.M.).
12 lessons • 1h 44m
Overview
4:17mins
Introduction to Sequence and Series
10:36mins
Properties of Arithmetic Progression
10:24mins
Insert n Terms Between Any Two Given Numbers, Such That Resulting Sequence is an A.P
6:45mins
Introduction to Geometric Progression (G.P.)
8:08mins
How To Find Sum Of First N Terms Of A G.p. ?
6:22mins
Find Sum of 7 + 77 + 777 + 7777 + ....... N Terms
11:36mins
Gometric Mean - Meaning and Application in Real World
9:45mins
Insert N Terms Between Two Number., Such That Resulting Sequence Is A G.P
5:59mins
Relationship between A.M. and G.M.
10:45mins
Sum of Squares and Cubes of First N Natural Numbers
11:04mins
5 + 11 + 19 + 29 + 41 + .......... N Terms = ?
8:58mins