The quotient of `x\ b y\ 3` is multiplied by `y` is written as `x/(3y)` (b) `(3x)/y` (c) `(3y)/x` (d) `(x y)/3`

The quotient of x\ b y\ 3 is multiplied by y is written as (a) x/(3y) (b) (3x)/y (c) (3y)/x (d) (x y)/3

The quotient of x by 3is multiplied by y is written as (x)/(3y) (b) (3x)/(y) (c) (3y)/(x) (d) (xy)/(3)

The quotient of x\ b y\ y added to the product of x\ a n d\ y is written as (a) x/y+x y (b) y/x+\ x y (c) (x y+x)/y (d) (x y+y)/x

The quotient of x by y added to the product of x and y is written as (x)/(y)+xy(b)(y)/(x)+xy(c)(xy+x)/(y) (d) (xy+y)/(x)

Thrice x added to y squared is written as: (a) 3x y^2 (b) x^2+y (c) x+y^2 (d) 3x+y^2

Thrice x added to y squared is written as: 3xy^(2)( b) x^(2)+y( c) x+y^(2)( d) 3x+y^(2)

Multiply : (x – y) and (3x + 5y)

A possible equation of L is (A) x 3y 1 (B) x 3y 1 (C) x 3y 1 (D) x 3y 5

(x+y)^3−(x−y)^3 can be factorized as (a) 2y(3x^2+y^2) (b) 2x(3x^2+y^2) (c) 2y(3y^2+x^2) (d) 2x(x^2 +3y^2)

If the point P(x ,\ y) is equidistant from A(5,\ 1) and B(-1,\ 5) , then (a) 5x=y (b) x=5y (c) 3x=2y (d) 2x=3y