The 6th term of an AP is -10 and its 10th term is -26. Determine the 15th term of an AP
Answers
Answered by
53
a+5d=-10-(1)
a+9d=-26-(2)
and subtracting equation first from second,
4d=16
d=4
then a=-10-5d
=-10-5(4)
=-10-20
a=-30
15 term of AP is,
a+14d
=-30+14 (4)
=-30+56
=14
a+9d=-26-(2)
and subtracting equation first from second,
4d=16
d=4
then a=-10-5d
=-10-5(4)
=-10-20
a=-30
15 term of AP is,
a+14d
=-30+14 (4)
=-30+56
=14
Answered by
1
Answer:
a15= 14
Step-by-step explanation:
a6=-10
a10=-26
a6=a+5d
-10=a+5d --(1)
a10=a+9d
-26=a+9d --(2)
subtracting (2) from (1)
a+9d=-26
a+5d=-10
-------------
4d= 16
d=16/4
d=4
then a=-10-5d
=-10-5(4)
=-10-20
a =-30
15th term of ap is
a15=-30+14(4)
=-30+56
=14
hope it works ;)
Similar questions