Fran has 6 Markers. Some are blue. Some are green. She has more blue markers than green markers. Does she have 3 green markers? Why or why not?
No, she does not have three green markers. This is because Fran has MORE blue markers than green markers. So, there can be 4 blue markers and 2 green markers or 4:2, or 5:1.
Based on the given information, Fran has 6 markers in total. It is mentioned that she has more blue markers than green markers. However, the exact number of blue markers or green markers is not provided. Therefore, it cannot be determined whether Fran has 3 green markers or not.
To determine if Fran has 3 green markers, we need to analyze the given information.
We know that Fran has a total of 6 markers, but we don't have the exact number of blue or green markers. However, we do know that she has more blue markers than green markers.
If Fran had exactly 3 green markers, then she would have an equal number of blue markers because it is stated that she has more blue markers than green markers. Therefore, if Fran had 3 green markers, she would also have 3 blue markers.
However, since Fran has more blue markers than green markers, it means that she must have more than 3 blue markers. Therefore, we can conclude that Fran does not have 3 green markers.
In summary, based on the given information, Fran having 3 green markers is not possible because she has more blue markers than green markers.