5/wx² + 2/w²x
That can also be written
[1/(wx)]*[(5/x) + (2/w)]
That doesn't look any simpler.
Just what is your question?
Tx=2x+1 , xw=x+7 ;tw
To simplify the expression 5/wx² + 2/w²x, we can start by finding a common denominator.
The denominators in this expression are wx² and w²x. The least common multiple (LCM) of the two denominators is w²x². Let's rewrite the expression with the common denominator:
(5 * (w * x) / (w * x)²) + (2 * (w² * x) / (w² * x)²)
Now, we can combine the numerators:
(5wx + 2w²x) / (w²x²)
Finally, we have simplified the expression to:
(5wx + 2w²x) / (w²x²)