find the sum of all number from 50+250 which are divisible by 6
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Answered by
1
13∗6=78
78+156+23478+156+234
=78(1+2+3)=78(1+2+3)
=78∗6=78∗6
=468
In essence, the answer to your question is 468.
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Answered by
6
Answer:
Using the question we need to form an AP
The AP would be 54,60,66.........246
Here a=54, d=6, an=246
an = a+(n-1)d
246= 54 +(n-1)6
192 =(n-1)6
n-1= 192/6
n= 32+1= 33
Now Sn = n/2 (a+an) = 33/2 (54+246) = 33/2×300 = 4950
Therefore their sum is 4950
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