3x/y*y+1/x=?

Answer 1

Thats what I said.

Answer 2

I assume this is the problem:

3x/(y^2) + 1/x
since this is an expression, not an equation, you can't clear fractions by simply multiplying through. You must find a common denominator, which in this case is x(y^2)
then:
3x/(y^2) + 1/x= (3x^2-y^2)/(x(y^2))

this cannot be further simplified.

Answer 3

3x/y*y+1/x = 3/(y^2+y)

Answer 4

Now, you need to make sure that there are no parenthesis (). That is very important because it changes your order of operations changing your answer.

I'm assuming no parenthesis:
The equation can also be written as 3*x*1/y*y+1/x
Here you can see the 'y's cancel:
3*x*1 + 1/x = 3*x + 1/x

Then you need to tell us whether you want this answer factored or expanded to get the answer

Answer 5

assuming you ment three ex over y square plus one over x then we get:
3x + y/x if we multiply by y^2
= 3x^2 + y after multiplying by x