find 15th term of ap x-7,x-2,x-3....
Answers
Answered by
21
Hey
Here is your answer,
first term , a = x-7
d , common difference= x-2-(x-7)
= x-2-x+7
=5
By using the formula An= a+(n-1)d
A15 = (x-7) +(15-1)5
A15 = x-7 +70
A15 = x+63
Hope it helps you!
Here is your answer,
first term , a = x-7
d , common difference= x-2-(x-7)
= x-2-x+7
=5
By using the formula An= a+(n-1)d
A15 = (x-7) +(15-1)5
A15 = x-7 +70
A15 = x+63
Hope it helps you!
Answered by
5
Hey !
⭐ Here is your answer ⭐
_______________________
First term ( a ) = x - 7
Common difference ( d ) = a2 - a1
=> x - 2 - ( x - 7 )
=> x - 2 - x + 7
=> 5
Hence d = 5
So
a15 = ?
a15 = a + 14d
So a15 ==>
==> x - 7 + 14 × 5
==> x - 7 + 70
==> x + 63
Hence the 15th term is x + 63✔
Hope it helps ☺
⭐ Here is your answer ⭐
_______________________
First term ( a ) = x - 7
Common difference ( d ) = a2 - a1
=> x - 2 - ( x - 7 )
=> x - 2 - x + 7
=> 5
Hence d = 5
So
a15 = ?
a15 = a + 14d
So a15 ==>
==> x - 7 + 14 × 5
==> x - 7 + 70
==> x + 63
Hence the 15th term is x + 63✔
Hope it helps ☺
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