Math, asked by khan7981, 9 months ago

it two zeroes of the polynomial x⁴+x³-15x²-29x-6 and 2±(√5). Find other zeroes. ​

Answers

Answered by Legend42
2

Answer:

2 zeros

&lt;body bgcolor=+blue+black&gt;&lt;marquee scrollamount="13"</p><p>direction="side"&gt;&lt;font color red=&gt;

Mark it as branliest

Answered by pawanbhavanam2
2

Answer:

Step-by-step explanation:

Given two of roots are 2+\sqrt{5} and 2-\sqrt{5}

Let other two roots be X,Y

Sum of roots of above equation=-b/a

2+\sqrt{5}+2-\sqrt{5}+X+Y=-1/1

4+X+Y=-1

X+Y=-5

and also Product of roots=e/a

(2+\sqrt{5})*(2-\sqrt{5})*X*Y= -6

-1*X*Y=-6

X*Y=6 and X+Y=-5

X*(-5-X)=6

-5X-X^2=6

X^2+5X+6=0

X=-2 and X=-3

So Y=-2 and Y=-2

So other two roots are -2 and -3

Please mark as brainliest and thank if it helps...

Similar questions