Question

Rewrite equation of 1 over 3x+2over7y= 1 over 7

Answer 1

The equation
`\((1)/(3x) + (2)/(7y) = (1)/(7)\)` can be rewritten as 7y + 6x = 3xy

How to rewrite the equation

From the equation
`\((1)/(3x) + (2)/(7y) = (1)/(7)\)`

To clear the fractions, we can multiply both sides of the equation by the least common denominator, which is 21xy:

`\[ 21xy \left((1)/(3x)\right) + 21xy \left((2)/(7y)\right) = 21xy \left((1)/(7)\right) \]`

Simplifying each term

7y + 6x = 3xy

So, the equation is 7y + 6x = 3xy