If the first term of an AP is 12 and the last term is 72, find the number of terms that give the sum 420.
Answers
Answered by
6
Given- a=12
l=72
Sn=420
We know that,
Sn=n/2 [a+l]
So, 420=n/2 [12+72]
420=n/2 [84]
420=42n
So, 10=n or
n=10
l=72
Sn=420
We know that,
Sn=n/2 [a+l]
So, 420=n/2 [12+72]
420=n/2 [84]
420=42n
So, 10=n or
n=10
Answered by
6
hello ! My favourite question
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Here,
a = T1 = 12
l = an = 72
we need a formula which is
S = n/2 [ a + an ]
now
Sn = 420
=> n/2 [ a + an ] = 420
=> n/2 [ 12 + 72 ] = 420
=> n/2 × 84 = 420
=> 42n = 420
=> n = 420/42
=> n = 10
.°. n = 10
answer is 10
===================================
====================================
Here,
a = T1 = 12
l = an = 72
we need a formula which is
S = n/2 [ a + an ]
now
Sn = 420
=> n/2 [ a + an ] = 420
=> n/2 [ 12 + 72 ] = 420
=> n/2 × 84 = 420
=> 42n = 420
=> n = 420/42
=> n = 10
.°. n = 10
answer is 10
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