Addition of all odd no. Between 11 to 60
Answers
Answered by
0
if the quwstion is 11 to 60 then
a= 11
d= 2
an= n/2{ 2a+(n-1)d}
an= 25/2{22+(24×2)}
an= 12.5{22+48}
=12.5×70
=875
if there is btw 11 to 6
then take a=13
a= 11
d= 2
an= n/2{ 2a+(n-1)d}
an= 25/2{22+(24×2)}
an= 12.5{22+48}
=12.5×70
=875
if there is btw 11 to 6
then take a=13
Answered by
0
Hey mate here is your answer
The sum is 11 + 13 + 15 + …………. + 59
This can be solved using Arithmetic progression:
First Term, a = 11
Last Term, l = 59
Common difference, d = 2
Number of terms, n = (l-a)/d + 1
= (59 - 11)/2 + 1
= 48/2 + 1
= 24 + 1
= 25
So, n= 25
So, Sum of this Arithmetic Progression = n/2(a+l)
= 25/2(11+59)
= 25/2 X 70
= (25X70)/2
= 1750/2
= 875
Hence, the sum of odd numbers from 11 to 60 is 875.
Hope it helps you mate and if the answer satisfies you then plz mark as brainliest
The sum is 11 + 13 + 15 + …………. + 59
This can be solved using Arithmetic progression:
First Term, a = 11
Last Term, l = 59
Common difference, d = 2
Number of terms, n = (l-a)/d + 1
= (59 - 11)/2 + 1
= 48/2 + 1
= 24 + 1
= 25
So, n= 25
So, Sum of this Arithmetic Progression = n/2(a+l)
= 25/2(11+59)
= 25/2 X 70
= (25X70)/2
= 1750/2
= 875
Hence, the sum of odd numbers from 11 to 60 is 875.
Hope it helps you mate and if the answer satisfies you then plz mark as brainliest
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