Question

Find the value for x and y
3/x-1/y=-9
pls answer it's urgent​

Answer 1

Answer:$<font color="</strong><strong>redaish</strong><strong>">$

Let's solve for x.

y(3)x−1y=−9

Step 1: Multiply both sides by xy.

3y2−x=−9xy

Step 2: Add 9xy to both sides.

3y2−x+9xy=−9xy+9xy

9xy+3y2−x=0

Step 3: Add -3y^2 to both sides.

9xy+3y2−x+−3y2=0+−3y2

9xy−x=−3y2

Step 4: Factor out variable x.

x(9y−1)=−3y2

Step 5: Divide both sides by 9y-1.

x(9y−1)

9y−1=−3y/29y−1

x=−3y2/9y−1

Answer 2

Answer:

 $\huge\mathfrak\pink{Answer}$

Let's solve for x.

y(3)x−1y=−9

Step 1: Multiply both sides by xy.

3y2−x=−9xy

Step 2: Add 9xy to both sides.

3y2−x+9xy=−9xy+9xy

9xy+3y2−x=0

Step 3: Add -3y^2 to both sides.

9xy+3y2−x+−3y2=0+−3y2

9xy−x=−3y2

Step 4: Factor out variable x.

x(9y−1)=−3y2

Step 5: Divide both sides by 9y-1.

x(9y−1)

9y−1=−3y/29y−1

x=−3y2/9y−1