(1)Find the number of terms in 2, -9, -20,…, -141
(2). Find the formula for the nth term of the AP: 10, 6, 2, -2, …
(3). Find the AP whose 8th term is 38 and 22nd term is 108
(4). Find _(2, ) _3 and _(4 )of the recurrence relation of _ = _(−1) + 3, where _1 = 2 and n = 2,3,4,…
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1 . here,. they have told us to find n so, an = a+(n-1)d
and d=-9+(-2)=-11
-141=2+(n-1)-11
= 2-11n+11
=13-11n
-154=11n
n=. -154/-11
n=14
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