Please wait...
/
-
from equation 1
X2+ax+b=0
M+n = -a and mn=b
Similarly in equation 2
M2+n2 = c and m2n2 = d
(m+n)2 = m2+n2+2mn
A2= c+2b
Hence statement 1 is not correct
And m2n2=(mn)2Ã d=b2
Statement 2 is correct
If x + y + z = 6, then the value of is (x - 1)3 + (y+2)3 + (z - 3)3 is
If one roots of the equation px2 +px + r = 0 is three times the other, then which one of the following relations is correct?
Let the root be a and 3a
Then product of the roots= 3a2 = r/p
And sum of the roots = a+3a=4a = -q/p
Now substituting value of a in equation 1
→a=-q/4p
3(-q/4p)2 = r/p
3(q2/16p2) = r/p
3q2= 16pr
a2b4+2a2b2 = a2b2(b2+2)
(ab)7 – 4a2b9 = a2b7(a5-4b2)
HCF=a2b2
Sum of the roots= -b/a Product of the roots = ab Now only statement 2 is correct
Correct (-)
Wrong (-)
Skipped (-)