Did you even check your own link? If you did you would notice under the input it is calculating (6/2) as a fraction rather than as a part of the whole mathematical expression 6/2(1+2). That is not the original expression.
Calculators are tools. Like any tool you have to know how to use it correctly. Before you can enter a mathematical expression into a calculator you have to understand it otherwise you will make an obvious error like the one above. What you have above is the equivalent of distributing the fraction (6/2) to the values in the brackets.
This: 6/2(1+2) DOES NOT equal this: (6/2)*(1) + (6/2)*(2)
Looks stupid right.. but that's what your doing to get an answer of 9.
Mathematical expressions are taken at face value. you cannot rewrite them to get the answer you want. If they wanted you treat 6/2 as a fraction it would have been written that way. It would look like this: (6/2)*(1+2)
But that's not the original expression. 6/2(1+2) is. This question is testing your understanding of the distributive property. Since there is nothing indicating or telling you to treat (6/2) as a fraction you distribute the 2 to solve this first: 2(1+2) = [(2)(1)+2(2)]. Now that you UNDERSTAND the expression you can use your tool correctly.
6/((2)(1)+2(2)) - Wolfram|Alpha
Notice how it now shows the correct input and answer of 1.