" 8.Find the binary value of "B" if "A+bar(A)+1=bar(B).quad [B=0]

The non zero vectors bar(a) and bar(b) are not collinear find the value of lambda and mu : if bar(a) + 3 bar(b) = 2 lambda bar(a) - mu bar(b)

The value of (bar(A)+bar(B))times(bar(A)-bar(B)) is

Determine the binary values of the two inputs A and B from the Boolean relation (bar(A + B)) + bar(AB) = 0.

Determine the binary values of the two inputs A and B from the Boolean relation (bar(A+B)) cdot bar(AB) =1.

If |bar(a)| = 3,|bar(b)| = 4 , then the value of lambda for which bar(a) + lambda bar(b) is perpendicular to bar(a) - lambda bar(b) is…..

If |bar(a) |=3 and |bar(b) | =4 The value of mu for which the vectors bar(a) +mubar(b) and bar(a) -mubar(b) are perpendicular

For two vectors A and B, |bar(A) + bar(B)| = |bar(A) - bar(B)| is always true when (i) |bar(A)| = |bar(B)| ne 0 (ii) A bot B (iii) |bar(A)| = |bar(B)| ne 0 and A and B are parallel or anti parallel (iv) When either A or B is zero.

If A and B,are such that P(bar A uu bar B) = (2)/(3) and P (A uu B) = (5)/(9) then, find the value of P(bar A)+ P(barB).

If |bar(a)|=10,|bar(b)|=2 and bar(a).bar(b)=12 then the value of |bar(a)xx bar(b)| is …………