how do these fraction reduce to the lowest terms
4/9-1/9= 3/9=1/3
a+7/a-4+9-5a/a-4=
3/x+1+2/x-1=
2/x-3 + 3/x-3
1/9+1/3x over x/9-1/x=
solve the equation
-3/x=x/-3
x/3 =4/x+1=
5/y-3 = y+7/2y-6 +1=
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how do these fraction reduce to the lowest terms
4/9-1/9= 3/9=1/3
a+7/a-4+9-5a/a-4=
3/x+1+2/x-1=
2/x-3 + 3/x-3
1/9+1/3x over x/9-1/x=
solve the equation
-3/x=x/-3
x/3 =4/x+1=
5/y-3 = y+7/2y-6 +1=
How far back do we have to go to explain this?
Do you know how to calculate least common denominators?
Do you know how to break a number down into its prime number factors?
Do you know that adding the same quantity to both sides of a equation results in a new equation that is just as true as the original, even if the quantity is a product of a variable (like 5x)? Do you know that the same is true for multiplication and division?
Do you now how few quantities are equal to their reciprocal?
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