Question

Logic function ABD+ ABD can reduced to: be (A) AB (B) AB (C) BD (D) AD a​

Answer 1

Answer:

In the following figure, m is parallel to n and t is the transversal. Find the value of xIf A={1,2,3} and B={4,5}, then a) (4,1) ∈ A × B b) (1,4) ∈ B × A c) (2,5) ∈ A × B d) (2,5) ∈ B × AIf x and y vary inversely and x=60 and constant is given as 300. Find all the value of y.In the following figure, m is parallel to n and t is the transversal. Find the value of xIf A={1,2,3} and B={4,5}, then a) (4,1) ∈ A × B b) (1,4) ∈ B × A c) (2,5) ∈ A × B d) (2,5) ∈ B × Aif (x+Y)^1 (x^-1+y^-1) =x^p*y^q then the value of p+q+3 =?

In the following figure, m is parallel to n and t is the transversal. Find the value of xIf A={1,2,3} and B={4,5}, then a) (4,1) ∈ A × B b) (1,4) ∈ B × A c) (2,5) ∈ A × B d) (2,5) ∈ B × Aif (x+Y)^1 (x^-1+y^-1) =x^p*y^q then the value of p+q+3 =?

If x and y vary inversely and x=60 and constant is given as 300. Find all the value of y.If x and y vary inversely and x=60 and constant is given as 300. Find all the value of y.In the following figure, m is parallel to n and t is the transversal. Find the value of xIf x and y vary inversely and x=60 and constant is given as 300. Find all the value of y.If A={1,2,3} and B={4,5}, then a) (4,1) ∈ A × B b) (1,4) ∈ B × A c) (2,5) ∈ A × B d) (2,5) ∈ B × Aif (x+Y)^1 (x^-1+y^-1) =x^p*y^q then the value of p+q+3 =?

If x and y vary inversely and x=60 and constant is given as 300. Find all the value of y.If A={1,2,3} and B={4,5}, then a) (4,1) ∈ A × B b) (1,4) ∈ B × A c) (2,5) ∈ A × B d) (2,5) ∈ B × AIf x and y vary inversely and x=60 and constant is given as 300. Find all the value of y.In the following figure, m is parallel to n and t is the transversal. Find the value of xif (x+Y)^1 (x^-1+y^-1) =x^p*y^q then the value of p+q+3 =?

If x and y vary inversely and x=60 and constant is given as 300. Find all the value of y.