if the 9th term of an AP is 0 then prove 29th term is double of 19th term
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HELLO DEAR
LET THE FIRST TERM IS a
and COMMON DIFFERENCE is d
a+(9-1)d =0
a=-8d -----------------(1)
a29=a+28d--------(2)
a19=a+18d---------(3)
from(1)&(3) and using(1)
(a+28d)=2(a+18d)
-8d+28d=2(-8d+18d)
20d=2*10d
20d=20d
I HOPE ITS HELP YOU DEAR,
THANKS
LET THE FIRST TERM IS a
and COMMON DIFFERENCE is d
a+(9-1)d =0
a=-8d -----------------(1)
a29=a+28d--------(2)
a19=a+18d---------(3)
from(1)&(3) and using(1)
(a+28d)=2(a+18d)
-8d+28d=2(-8d+18d)
20d=2*10d
20d=20d
I HOPE ITS HELP YOU DEAR,
THANKS
PrinceVegeta:
thnk i so much
Answered by
0
Answer:
Step-by-step explanation:
LET THE FIRST TERM IS a
and COMMON DIFFERENCE is d
a+(9-1)d =0
a=-8d -----------------(1)
a29=a+28d--------(2)
a19=a+18d---------(3)
from(1)&(3) and using(1)
(a+28d)=2(a+18d)
-8d+28d=2(-8d+18d)
20d=2*10d
20d=20d
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