Question

solve the equation 9x/7-6x=15

Answer 1

Solving this equation the value of $\bold{x=1 \frac{2}{33}}$.

Given equation is $\frac{9 x}{7-6 x}=15$

Let us solve this equation in a stepwise manner  

Step1: Shift the denominator of the left hand side to right side  

Then the equation becomes

$9 x=15(7-6 x)$

Step 2: Multiply 15 into each term inside the bracket  

$9 x=105-90 x$

Step 3: Separate the like variables in one side.  

$9 x+90 x=105$

Step 4: Add the like terms

$99 x=105$

Step 5: Divide the numbers and simplify then the value of x is obtained

$x=\frac{105}{99}=\frac{35}{33}=1 \frac{2}{33}$.

Answer 2

Answer:

Solving this equation the value of .

Given equation is  

Let us solve this equation in a stepwise manner  

Step1: Shift the denominator of the left hand side to right side  

Then the equation becomes

Step 2: Multiply 15 into each term inside the bracket  

Step 3: Separate the like variables in one side.  

Step 4: Add the like terms

Step 5: Divide the numbers and simplify then the value of x is obtained

.

Step-by-step explanation: