If two zeroes of the polynomial x3+3x2-5x-15 are root 5and -root 5 then find its third zero
Answers
Answered by
72
hey...
here is ur solution
hope it helps u ☺
#APS☺
here is ur solution
hope it helps u ☺
#APS☺
Attachments:
vimalpathak11:
behna
Answered by
0
The third zero of the polynomial is -3.
Given,
Two zeroes of the polynomial x³+3x²-5x-15 are √5 and -√5.
To Find,
The third zero of the polynomial.
Solution,
The given cubic polynomial is
x³+3x²-5x-15
The given zeroes of the polynomial are √5 and -√5.
Let us assume that the third zero of the polynomial is p.
Now, the sum of zeroes of a cubic polynomial is
Sum of zeroes = -b/a
where b is the coefficient of x² and a is the coefficient of x³.
√5-√5+p = -(3)/1
p = -3.
Hence, the third zero of the polynomial is -3.
#SPJ3
Similar questions