If the sum of the zeros ofthe polynomial 5x^2-(3+k)x+7 is zero , then find the zeros of the polynomial 2x^2 -2(k+11)x +30
Answers
Answered by
0
Answer:
poly relationship with you guys are so sweet to say it like a w x I have w x I am going to now I love you too love love love love someone so bad I w w W Bush tax cuts w we can do
Answered by
5
Answer:
The sum of the zeroes of the given equation is =(3+k)/5
Now according to the question (3+k)/5=0
=>>k=-3
Now
2x^2 -2(k+11)x +30=0
=>2x^2 -2(-3+11)x +30=0
=>2x^2 -16x +30=0
=>x^2 -8x +15=0
Here the sum of the zeroes is
=8
And product is =15
Therefore the ....zeroes are =5 and 3
Similar questions