Mode is 126 a d range is 26 what is two possible answers for three baseball card collections
What is the specific question?
23⁄107
or, as an exponent,
x^23⁄107 y-3⁄10
23⁄107
<br>
<br>or, as an exponent,
<br>
<br>x23⁄107 y-3⁄10
To find the two possible answers for the three baseball card collections based on the given mode and range, we need to consider the different combinations of numbers that meet these conditions.
Mode: The mode is the value that appears most frequently in a dataset. In this case, the mode is 126.
Range: The range is the difference between the highest and lowest values in a dataset. In this case, the range is 26.
To find the possible combinations, we need to consider the highest and lowest values in the dataset that satisfy the range condition.
Let's assume the lowest value in the dataset is L and the highest value is H.
- Based on the given range of 26, we know that H - L = 26.
Considering the mode, it is likely that one of the collections has a higher quantity of cards. Let's assume that one collection has an extra card, so we have L, L, and H where H represents the count of the mode (126) + 1.
- If we take L = 126 - 26 and H = 126, we get L = 100 and H = 126. Thus, two possible collections could be: (100, 100, 126) and (100, 100, 126, 126).
Note: There may be other possible combinations, but these are the two examples that satisfy the given constraints.