Find the polynomial if its three zeroes are √5, -√5 and 1.
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Answer:
Step-by-step explanation:
Alpha +. Beta + gama = -b/a
-b/a = √5
-b/√5 = a
K=-b/√5 ,K =a
-√5K = b , K=a
Alpha* beta *gama= c/a
c/a= -√5
C=-√5k (putting value of a)
Alpha*beta+ beta*gama+gama*alpha=-d/a
-d/a=1
d=-1k (putting value of a)
Cubic equation is
ax*3+bx*2+cx+d
Kx*3-√5kx*2-√5kx-1k. (Putting value of a,b,c,d)
K(x*3-√5x*2-√5x-1) (taking K comman)
Your equation is x*3-√5x*2-√5x-1
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