the fourth term of arithmetic progression is 15, 15 term is -29 find the 10 term
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Answered by
2
a+3d=15
a+14d=-29
11d=-44
d=-4
a-12=15
a=27
a+9d=27-36
=-9
Tenth term is -9
a+14d=-29
11d=-44
d=-4
a-12=15
a=27
a+9d=27-36
=-9
Tenth term is -9
Answered by
1
T4 = 15
=> a + 3d = 15 --------(1)
T15 = - 29
=> a + 14d = - 29 ------(2)
On subtracting equation 1 from 2, we get
11d = - 44
=> d = - 4
On putting the value of d in equation 1, we get
a = 15+12
a = 27
T10 = a + 9d
= 27 + 9(-4)
= 27 - 36
= - 9
=> a + 3d = 15 --------(1)
T15 = - 29
=> a + 14d = - 29 ------(2)
On subtracting equation 1 from 2, we get
11d = - 44
=> d = - 4
On putting the value of d in equation 1, we get
a = 15+12
a = 27
T10 = a + 9d
= 27 + 9(-4)
= 27 - 36
= - 9
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