find a quadratic polynomial sum and product of whose zeroes are root 5 and root 1/3 respectively.
Answers
Sum of zeroes = α+β = -b/a =√5
Product of zeroes =αβ = c/a = √1/3
a = 3
b = -3√5
c = √1
Putting the value
ax² +bx+c
3x² -3√5x+√1
Answer:
Let the quadratic equation = ax² +bx+c
Sum of zeroes = α+β = -b/a =√5
Product of zeroes =αβ = c/a = √1/3
a = 3
b = -3√5
c = √1
Putting the value
ax² +bx+c
3x² -3√5x+√1
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