Question

If alpha and beta are the roots of the equation ax^2+bx+c=0,then the roots of the equation ax^2+b lambda x+c lambda^2 =

Answer 1

from first equation
alpha + beta= -b/a
alpha x beta= c/a
for second equation let the roots be p and q
p+q = -b lambda/a = (alpha+beta)lambda
pxq = c lambda/a = (alpha x beta)lambda
from this the roots of the second equation are alpha lambda and beta lamda...

hope this helps:p

Answer 2

Answer:

Step-by-step explanation:

from first equation

alpha + beta= -b/a

alpha x beta= c/a

for second equation let the roots be p and q

p+q = -b lambda/a = (alpha+beta)lambda

pxq = c lambda/a = (alpha x beta)lambda

from this the roots of the second equation are alpha lambda and beta lamda...

Helping you