find the 11 th term from the last of the A.p series gives below A.p :10,7,4,...........,-62.
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Answered by
1
of the AP :-
first term = 10
common difference = 7-10 = -3
last term = -62
11 th term from the last
= al - (n-1)(d)
[because it is from the last]
=-62 - (11-1)(-3)
=-62 + 30
= - 32
first term = 10
common difference = 7-10 = -3
last term = -62
11 th term from the last
= al - (n-1)(d)
[because it is from the last]
=-62 - (11-1)(-3)
=-62 + 30
= - 32
Answered by
0
a(n)= a+ (n-1)d .........(1) [formula for nth term of AP]
Since they asked from the last term th series should be written in opposite direction.
-62..........,4,7,10
From the above AP series, we get:
a=-62 (first term of the AP series) <since they asked from the last of AP>
d= secound term-first term (or) or subtract any consecuent terms(right term-left term)
=10-7= 3
n=11 (the term.u need to find)
Hence from the formula of nth term:
11th term= -62+ (11-1)× 3 using.formula.......(1)
11th term= -62+ (10× 3)
= -62+30= -32
Hence the 11th tem from the last of the AP series will be -32
Since they asked from the last term th series should be written in opposite direction.
-62..........,4,7,10
From the above AP series, we get:
a=-62 (first term of the AP series) <since they asked from the last of AP>
d= secound term-first term (or) or subtract any consecuent terms(right term-left term)
=10-7= 3
n=11 (the term.u need to find)
Hence from the formula of nth term:
11th term= -62+ (11-1)× 3 using.formula.......(1)
11th term= -62+ (10× 3)
= -62+30= -32
Hence the 11th tem from the last of the AP series will be -32
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