Question

4. Statement: A linear equation is given by X+Y/XY=6

Write an equivalent linear equation in two variables x and y from the above dat​

Answer 1

Step-by-step explanation:

Given A linear equation is given by X+Y/ XY = 6 Write an equivalent linear equation in two variables x and y from the above dat a

• Given we need to write an equivalent linear equation in two variables that is x and y
• So equation is x + y / xy = 6
• Multiplying we get x + y = 6xy
• Now dividing the equation both sides by xy we get
•         So x + y / xy = 6
• Or x / xy + y / xy = 6
• Or 1/y + 1/x = 6 will be the required linear equation

Reference link will be

https://brainly.in/question/18031171

Answer 2

Given:

Statement: A linear equation is given by X + Y / XY = 6

To find:

Write an equivalent linear equation in two variables x and y from the above dat​a

Solution:

From given, we have,

A linear equation is given by X + Y / XY = 6

separating the numerators, we get,

X/XY + Y/XY = 6

upon further solving, we get,

1/Y + 1/X = 6

Hence the required linear equation in two variables x and y.