Show that a1,a2,..........an.........form an AP Where an is defined as below:
(i) an = 9-5n
rajnani:
what hpnd?
Answers
Answered by
164
Given an=9-5n
so a1=9-5(1)
=4
a2=9-5(2)
=9-10
= -1
a3=9-5(3)
= -6
here common difference (d)=a2-a1= -1 -4=-5
and a3-a2= -6+1
= -5
here a2-a1= -5 and a3-a2=-5
as they have the same common difference, they form a.p.
so a1=9-5(1)
=4
a2=9-5(2)
=9-10
= -1
a3=9-5(3)
= -6
here common difference (d)=a2-a1= -1 -4=-5
and a3-a2= -6+1
= -5
here a2-a1= -5 and a3-a2=-5
as they have the same common difference, they form a.p.
Answered by
36
Answer:
an =9-5n
Step-by-step explanation:
let n be 1 ,2,3, to find the value of an
now by putting these values of n in equation u will get c.d
if the common diff. will be the same
this means that this equation will form an
a.p
hope you like it
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