Question

14. A and B are two sets such that n(A - B) = 20 + x,
n(B - A) = 3x and n(A n B) = x + 1. Draw a Venn
diagram to illustrate this information. If n(A) = n(B), find
(i) the value of x (ii) n (AUB).

Answer 1

Answer:

Find the value of a - b so that 8x^4+〖14x〗^3-〖ax〗^2+bx+2 is exactly divisible by 〖 4x〗^2+3x-2.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 =?

Find the value of a - b so that 8x^4+〖14x〗^3-〖ax〗^2+bx+2 is exactly divisible by 〖 4x〗^2+3x-2.if (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 xFind the value of a - b so that 8x^4+〖14x〗^3-〖ax〗^2+bx+2 is exactly divisible by 〖 4x〗^2+3x-2.In the following figure, m is parallel to n and t is the transversal. Find the value of xFind the value of a - b so that 8x^4+〖14x〗^3-〖ax〗^2+bx+2 is exactly divisible by 〖 4x〗^2+3x-2.In the following figure, m is parallel to n and t is the transversal. Find the value of xFind the value of a - b so that 8x^4+〖14x〗^3-〖ax〗^2+bx+2 is exactly divisible by 〖 4x〗^2+3x-2.Find the value of a - b so that 8x^4+〖14x〗^3-〖ax〗^2+bx+2 is exactly divisible by 〖 4x〗^2+3x-2.In the following figure, m is parallel to n and t is the transversal. Find the value of xVenn diagram A=(1, 2,3,) and B= (1, 2, 3, 4, 5)Find the value of a - b so that 8x^4+〖14x〗^3-〖ax〗^2+bx+2 is exactly divisible by 〖 4x〗^2+3x-2.In the following figure, m is parallel to n and t is the transversal. Find the value of xFind the value of a - b so that 8x^4+〖14x〗^3-〖ax〗^2+bx+2 is exactly divisible by 〖 4x〗^2+3x-2.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 =?

In the following figure, m is parallel to n and t is the transversal. Find the value of xFind the value of a - b so that 8x^4+〖14x〗^3-〖ax〗^2+bx+2 is exactly divisible by 〖 4x〗^2+3x-2.Find the value of a - b so that 8x^4+〖14x〗^3-〖ax〗^2+bx+2 is exactly divisible by 〖 4x〗^2+3x-2.In the following figure, m is parallel to n and t is the transversal. Find the value of xFind the value of a - b so that 8x^4+〖14x〗^3-〖ax〗^2+bx+2 is exactly divisible by 〖 4x〗^2+3x-2.Venn diagram A=(1, 2,3,) and B= (1, 2, 3, 4, 5)Find the value of a - b so that 8x^4+〖14x〗^3-〖ax〗^2+bx+2 is exactly divisible by 〖 4x〗^2+3x-2.Venn diagram A=(1, 2,3,) and B= (1, 2, 3, 4, 5)In the following figure, m is parallel to n and t is the transversal. Find the value of xFind the value of a - b so that 8x^4+〖14x〗^3-〖ax〗^2+bx+2 is exactly divisible by 〖 4x〗^2+3x-2.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 =?

Find the value of a - b so that 8x^4+〖14x〗^3-〖ax〗^2+bx+2 is exactly divisible by 〖 4x〗^2+3x-2.In the following figure, m is parallel to n and t is the transversal. Find the value of xFind the value of a - b so that 8x^4+〖14x〗^3-〖ax〗^2+bx+2 is exactly divisible by 〖 4x〗^2+3x-2.Venn diagram A=(1, 2,3,) and B= (1, 2, 3, 4, 5)Find the value of a - b so that 8x^4+〖14x〗^3-〖ax〗^2+bx+2 is exactly divisible by 〖 4x〗^2+3x-2.Venn diagram A=(1, 2,3,) and B= (1, 2, 3, 4, 5)if (x+Y)^1 (x^-1+y^-1) =x^p*y^q then the value of p+q+3 =?

Venn diagram A=(1, 2,3,) and B= (1, 2, 3, 4, 5)Find the value of a - b so that 8x^4+〖14x〗^3-〖ax〗^2+bx+2 is exactly divisible by 〖 4x〗^2+3x-2.if (x+Y)^1 (x^-1+y^-1) =x^p*y^q then the value of p+q+3 =?

Venn diagram A=(1, 2,3,) and B= (1, 2, 3, 4, 5)Find the value of a - b so that 8x^4+〖14x〗^3-〖ax〗^2+bx+2 is exactly divisible by 〖 4x〗^2+3x-2.In the following figure, m is parallel to n and t is the transversal. Find the value of xIn the following figure, m is parallel to n and t is the transversal. Find the value of x