Question #77312
1) In the arithmetic series
k+ 2k+ 3k+................+100
k is a positive integer and k is a factor of 100
i) Find in terms of k, an expression for the number of terms in the series
ii) show that the sum of terms in this series is
50+500/k
iii) Find, in the terms of k, the 50th term of the arithmetic sequence
(2k+1), (4k+4), (6k+7),................
k+ 2k+ 3k+................+100
k is a positive integer and k is a factor of 100
i) Find in terms of k, an expression for the number of terms in the series
ii) show that the sum of terms in this series is
50+500/k
iii) Find, in the terms of k, the 50th term of the arithmetic sequence
(2k+1), (4k+4), (6k+7),................
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Thankyou I will wait patiently please try before tomorrow
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