Adv
karansingh
  • 0

Given that x – √5 is a factor of the polynomial x3 – 3√5×2 – 5x + 15√5, find all the zeroes of the polynomial.

  • 0

This question came in 2019 class 10 boards.

i cannot solve it for some time please help.

Share

1 Answer

  1. Divisor x−5​
    Polynomial x³−3√5​x²−5x+15√5​
    Quotient=x²−2√5​x−15
    To find other zeroes , we will use common factor theorem
    x²−3√5​+√5​x−15
    x(x−3√5​)+5​(x−3√5​)
    (x+√5​)(x−3√5​)
    To find zeroes , equals the factors to zero.
    other zeroes =−√5​, 3√5​

    • 0
Leave an answer

Leave an answer

Browse

Choose from here the video type.

Put Video ID here: https://www.youtube.com/watch?v=sdUUx5FdySs Ex: "sdUUx5FdySs".

Captcha Click on image to update the captcha.

Related Questions