find d of ap whose first term is 4 last term is 49 and sum of its terms is 265
Answers
Answered by
5
an = a + (n-1) d
49-4=(n-1) d
45/d-1=n .....1
sn =n/2 (a + an)
265 ×2= n × 53
265 ×2 /53 =n
n = 10
in eq 1
45 = 9d
d = 5
49-4=(n-1) d
45/d-1=n .....1
sn =n/2 (a + an)
265 ×2= n × 53
265 ×2 /53 =n
n = 10
in eq 1
45 = 9d
d = 5
soorajrao19:
thanks
Answered by
5
Hey !!! ^_^
Here is your answer
⬇️⬇️⬇️⬇️⬇️⬇️
In attachment
Given ...
fisrt term (a) = 4 ...
Last term (l) = 49
and Sn = 265 ....
Using the the formula of Ap ...
Sn = n/2{ a + l) ..
U got the value of ..D ..
That is Common difference is 5..
=================
I HOPE IT WILL HELP YOU
Thank you
☺️
Here is your answer
⬇️⬇️⬇️⬇️⬇️⬇️
In attachment
Given ...
fisrt term (a) = 4 ...
Last term (l) = 49
and Sn = 265 ....
Using the the formula of Ap ...
Sn = n/2{ a + l) ..
U got the value of ..D ..
That is Common difference is 5..
=================
I HOPE IT WILL HELP YOU
Thank you
☺️
Attachments:
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