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3) given,
The zeroes are 4,-1,6
We know that
Alpha=4,beta=-1,gama=6
So sum of zeroes=Alpha+beta+gama
=4-1+6
=11
We know
-(coefficient of x^2)/(coefficient of x^3)
=-(-11)/1
=11
Alpha +beta+gama=-b/a
Sum of the product of the zeroes
=Alpha×beta+beta×gama+gama×alpha
=4×(-1)+(-1)×6+6×4
=-4-6+24
=-10+24
=14
We know that
=C/a=14/1=14
Alpha×beta+beta×gama+gama×alpha
=C/a
Product of zeroes=alpha×beta×gama
=4×(-1)×6
=-4×6
=-24
-d/a=-24/1
=-24
So a=1,b=-11,c=14,d=-24
Cubic polynomial is
X^3-11x^2+14x-24
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