if m times the mth term term of ap is equal to n times the nth term of ap prove that the (m+n)th is zero
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let first number be a and the common difference be d.
given m times the mth term = n times the nth term.
nth term of an AP is = an = a + ( n - 1 ) × d
mth term of an AP is = am = a + ( m - 1 ) × d
given m times the mth term = n times the nth term.
nth term of an AP is = an = a + ( n - 1 ) × d
mth term of an AP is = am = a + ( m - 1 ) × d
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