if one zero of the polynomial x - 12x +
+(3k
-1) is five times
the other, find the value of k
Answers
Answered by
6
Answer:
the answer is..value of k=181/3
Attachments:
Answered by
5
Solution :-
Let us assume that one zero of the given polynomial x² - 12x + (3k - 1) is m .
So,
→ Other zero = 5 * m = 5m .
then,
→ sum of zeroes = (-b/a) = -(-12/1) = 12
→ m + 5m = 12
→ 6m = 12
→ m = 2
therefore, two zeroes are 2 and 10 .
now,
→ product of zeroes = c/a
→ 2 * 10 = (3k - 1)/1
→ 20 = 3k - 1
→ 3k = 20 + 1
→ 3k = 21
→ k = 7 (Ans.)
Learn more :-
solution of x minus Y is equal to 1 and 2 X + Y is equal to 8 by cross multiplication method
https://brainly.in/question/18828734
Similar questions