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Find the sum of the numbers lying between 200 and 700 which are multiples of 5.

A44550

B34440

C65240

D32300

Answer:

A. 44550

Read Explanation:

The numbers which are multiple of 5 between 200 and 700 starts with 205 and ends with 695 205 , 210 , 215............,695 an=a+(n−1)d Common difference, d=5 an=695(nthterm) a=205(first term) a+(n−1)d=995 205+(n−1)5=695 (n−1)5 = 695 - 205 = 490 n-1 = 490/5 = 98 n = 99 Sum = n/2 [ First term + Last term ] = 99/2 [ 205 + 695 ] = 99 × 900/2 = 44550


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