The next term of the AP `sqrt(7), sqrt(28), sqrt(63)`,… is

Show that each of the following progression is an AP. Find the common difference and the next term of each. (i) sqrt(7), sqrt(28), sqrt(63), …. (ii) sqrt(18), sqrt(50), sqrt(98),

What is the next term of the A.P.? sqrt7, sqrt28, sqrt63,....

Find the next term of the AP sqrt(3), sqrt(27), sqrt(75) .....

The next term of the A.P. sqrt(48), sqrt(75),sqrt(108), sqrt(147) , ……….. Is

Write the next of the AP sqrt(8), sqrt(18), sqrt(32),…

The 11^(th) term of the AP: sqrt(2), 3sqrt(2), 5sqrt(2),…. is:

The 11^(th) term of the AP: sqrt(2), 3sqrt(2), 5sqrt(2),…. is:

Write the next of the AP sqrt(2), sqrt(8), sqrt(18),…

Find: (i) the 20th term of the AP 9, 13, 17, 21, … (ii) the 35 th term of the AP 20, 17, 14, 11,… (iii) the 18th term of the AP sqrt(2), sqrt(18), sqrt(50), sqrt(98),… (iv) the 9th term of the AP (3)/(4), (5)/(4), (7)/(4), (9)/(4),.... (v) the 15th term of the AP -40, -15, 10, 35,....