Math, asked by mayankchaudhary46857, 10 months ago

if α,β are zeroes 5x²-6x+k, such that α-β = 1/5 the find the value of k

Answers

Answered by Thinkab13
6

Answer:

5x²-6x+k is in the form of ax²+bx+c

alpha = -b/a = -(-6)/5 = 6/5

beta = c/a = k/5

alpha - beta = 6/5-k/5 = (6-k)/5

As per the question,

1/5 = (6-k)/5

1 = 6-k

k = 6-1 = 5

Answered by Anonymous
3

 \huge \red{ \underline{ \mathtt{Your \ Answer:}}}<font color="lawngreen">

5x²-6x+k is in the form of ax²+bx+c

alpha = -b/a = -(-6)/5 = 6/5

beta = c/a = k/5

alpha - beta = 6/5-k/5 = (6-k)/5

As per the question,

1/5 = (6-k)/5

1 = 6-k

k = 6-1 = 5

Similar questions