find the value of k and a
Attachments:
Answers
Answered by
1
We know alpha and 2 alpha are the roots of the equation, substituting the values in the equation we get,
let's take alpha = a
a^2 +ka+12=0 (i)
and
4a^2 +2ka +12=0 (ii)
Multiplying (I) with 2 and subtracting it from (ii)
4a^2 +2ka+12=0
-2a^2-2ka-24=0
2a^2=12
a^2 = 6
a= +or - √6
from (I)
k= -18/√6 or k= -√6
Hope this helps.
let's take alpha = a
a^2 +ka+12=0 (i)
and
4a^2 +2ka +12=0 (ii)
Multiplying (I) with 2 and subtracting it from (ii)
4a^2 +2ka+12=0
-2a^2-2ka-24=0
2a^2=12
a^2 = 6
a= +or - √6
from (I)
k= -18/√6 or k= -√6
Hope this helps.
kavyashree19:
Thanks
Answered by
0
Please mark this as brainiest.
Attachments:
Similar questions