Write the mth term of the A.P. 1k , 1 + kk , 1 + 2kk , ….. .
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Answered by
6
Answer: The answer is 1+(m-1)kk.
Step-by-step explanation: We are given an arithmetic progression and we are to write it's m-th term. We know that the formula for n-th term of an A.P. with first term a and common difference d is
a + (n-1)d.
The given A.P. is
1k, 1+kk, 1+2kk, . .
First term = 1k,
Second term = 1+kk = 1+(2-1)kk,
Third term = 1+2kk = 1+(3-1)kk, . . .
Therefore, m-th term will be 1+(m-1)kk.
Thus, the answer is 1+(m-1)kk.
Answered by
0
Answer:
Step-by-step explanation:
according to your sequence
ANSWER,
1 + 3k
I HOPE IT IS RIGHT
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