If 1st 12 terms of an AP is -13 and the sum of 1st 4 terms of AP is 24. Find sum of 1st 20 terms
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Answer:
Step-by-step explanation:
12/2[ 2a + 11d]= -13
6 [ 2a + 11d]= -13
12a + 66d = -13
4/2[ 2a + 3d]= 24
2[ 2a + 3d]= 24
2a + 3d= 12
solve
12a +66d=-13
12a + 18d= 72
- - -
_____________
48d= - 85
d= -85/48
2a + 3* -85/48= -13
2a = -13+85/12
a = -71/24
20/2[ 2*(-71/24) + 19 * -85/12]
10[ -71/12-1615/12
10[-1686/12]
=1405
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