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Sn=n/2[2a+ (n-1)d] sum of n terms. [sum of AP formula]
For sum of 25 terms we have:
S(25)=25/2[2a+ (25-1)d] sum of 5 terms.
Sum of 25 terms= 25[a+12d]......................(1)
Now given n th terms =[(n/5)+2]......(2)
a,the first term=(1/5) +2 =11/5 [putting n=1 in.... (2)]
The secound term =12/5 [putting n=2 in..... (2)]
d=2nd term-1st term
=12/5-11/5 =1/5
We got a and d substitute in ....(1)
Sum of 25 terms =25[11/5+12×(1/5)]
=25[23/5] = 5×23=115
Hence option.b is the correct answer.
For sum of 25 terms we have:
S(25)=25/2[2a+ (25-1)d] sum of 5 terms.
Sum of 25 terms= 25[a+12d]......................(1)
Now given n th terms =[(n/5)+2]......(2)
a,the first term=(1/5) +2 =11/5 [putting n=1 in.... (2)]
The secound term =12/5 [putting n=2 in..... (2)]
d=2nd term-1st term
=12/5-11/5 =1/5
We got a and d substitute in ....(1)
Sum of 25 terms =25[11/5+12×(1/5)]
=25[23/5] = 5×23=115
Hence option.b is the correct answer.
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