if one zero of the polynomial (a^+q)x^+13x+6a is reciprocal of the other.Find the value of a
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Let one zero of the polynomial be m, then the other root will be (1/m)
Product of the roots = c/a
m×(1/m) = 6a/a^q
6a = a^q
a = a^q/6
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Product of the roots = c/a
m×(1/m) = 6a/a^q
6a = a^q
a = a^q/6
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