One root of the polynomial f(x) = bx^2 +13x +5 is reciprocal of the other then the value of b is
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Answered by
5
Hey
Here is your answer,
bx^2 + 13x + 5 = 0
Let the roots of the equation be alpha and 1/alpha.
Product of zeroes = c/a
Alpha x 1/alpha = 5/b
1 = 5/b
b = 5
Hope it helps you!
Answered by
1
bx² + 13x + 5
here,
a = b , b = 13 and c = 5.
product of zeroes = c/a
ß × 1/ß = 5/b
b = 5
here,
a = b , b = 13 and c = 5.
product of zeroes = c/a
ß × 1/ß = 5/b
b = 5
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