the 9th term of arithmatic progression is -32and the sum of 11th and 13th term is -94.Find the common difference
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Answered by
0
let first term be A and common difference be D
so its 9th term
=A+D(9-1)
=A+8D -------eqaution 1
= -32
now we have
11th term +13th term
=A+D (11-1) +A+D (13-1)
=2A+10D+12D
=2A+22D
= -94
'''A+11D= -47 ------- equa.2
now subtract eq.2 and eq.1
then u get
3D= -15
D= -5
so its 9th term
=A+D(9-1)
=A+8D -------eqaution 1
= -32
now we have
11th term +13th term
=A+D (11-1) +A+D (13-1)
=2A+10D+12D
=2A+22D
= -94
'''A+11D= -47 ------- equa.2
now subtract eq.2 and eq.1
then u get
3D= -15
D= -5
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Answered by
1
Answer:
-5
Step-by-step explanation:
9th term = a+(9-1)d = a+8d = -32--(2)
11th term = a+(11-1)d = a+10d
13th term = a+(13-1)d = a+12d
a+10d+a+12d=-94
2a+22d=-94
a+11d=-47---(1)
(2)-(1):
-3d=15
d=-5
the common difference is equal to -5
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