if nth term of an ap is pn+q find its common difference
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Answer:
C.D. = p
Step-by-step explanation:
t(n) = p.n + q
We know C.D. is the difference in any 2 arbitrary consecutive terms in A.P.
So C.D. = t(m+1) - t(m)
Thus, C.D. —
= [p(m+1) + q] – [p.m +q]
= pm + p + q – pm – q
= p.
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