An arithmetic progression has 3 as its first term. Also, the sum of the first 8 terms is twice the sum of the first 5 terms. Find the common difference.
4 answers
2[(5 * 3) + 10d] = (8 * 3) + 28d
sum(8) = 4(2a + 7d)
= 8a + 28d = 24 + 28d
sum(5) = (5/2)(2a + 4d)
= 5a + 10d
= 15 + 10d
24+28d = 2(15+10d)
solve for d, let me know what you get
= 8a + 28d = 24 + 28d
sum(5) = (5/2)(2a + 4d)
= 5a + 10d
= 15 + 10d
24+28d = 2(15+10d)
solve for d, let me know what you get
3/4
I am not understand yet....🤔
4 answers