- #1
TyErd
- 299
- 0
ok, how do you simplify:
((sqrt3)/3)+1 /(1-(sqrt3)/3)
((sqrt3)/3)+1 /(1-(sqrt3)/3)
To simplify this expression, we can first rewrite it as (1/3)sqrt3 + 1 / ((3-sqrt3)/3). Then, we can combine the fractions by finding a common denominator of 3. This simplifies the expression to (4+sqrt3) / (3-sqrt3).
Yes, you can simplify this expression by factoring. However, it may be easier to combine the fractions first and then factor the resulting expression.
Yes, the expression (4+sqrt3) / (3-sqrt3) can be further simplified by rationalizing the denominator. This results in (13+7sqrt3) / 6, which is a simpler form of the expression.
Yes, you can use a calculator to simplify this expression. However, it is important to understand the steps involved in the simplification process in order to avoid any mistakes.
It depends on the context in which the expression is being used. In some cases, simplifying the expression may make it easier to work with and understand. However, in other cases, the original expression may be more useful. It is always a good idea to simplify an expression if possible, but it is not always necessary.