Find the 31st term of ap whose 11th term is 38and 16th term is 73
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a11 = 38 a16 = 73
a + 10d = 38 -i a + 15d = 73 --ii
Eq i -> a + 10d = 38
Eq ii -> a + 15d = 73
Eq(i-ii) -> -5d = -35
=> d = 7
So, a + 10(7) = 38
=> a = 38 -70
=> a = -32
Therefore, a31 = a +30d
= (-32) + 30(7)
= -32 + 210
= 178 (Ans.)
a + 10d = 38 -i a + 15d = 73 --ii
Eq i -> a + 10d = 38
Eq ii -> a + 15d = 73
Eq(i-ii) -> -5d = -35
=> d = 7
So, a + 10(7) = 38
=> a = 38 -70
=> a = -32
Therefore, a31 = a +30d
= (-32) + 30(7)
= -32 + 210
= 178 (Ans.)
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