If m times the mth term of the A.P is equal to n times the nth term. Show that the (m+n)th term of an A.P is zero .
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m th term of an ap = a+(m-1)d
n th term of an ap = a+(n-1)d
a+(m-1)d=a+(n-1)d. (ATQ)
m-1=n-1
m+n=0
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Solution is in the given attachment.
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