If 5+2√37+4√3=a+b√3, then the values of a and b is
a = − 11, b = − 6
a = − 11, b = 6
a = 11, b = − 6
a = 6 , b = 11
None of these
(5+2√3)(7+4√3)×(7−4√3)(7−4√3) = 11 - 6√3
Find the values of a and b
if 5+2√37+4√3=a+b√3
If a and b are rational numbers, find 'a' and 'b' when
√7−2√7+2=a√7+b
If A,B,C are mutually exclusive and exhaustive events such that P(A)=2P(B)=3P(C), then P(B∪C)=