If you're talking about measures of central tendency, if you have two modes put both of them down as the answer.
Add the two middle numbers and divide that total by two (the average).
Write both modes
you add the modes that you have found together and then divide that by two
If you have two modes, you divide them by the amount there are. A mode (the most frequently occurring number in a group of figures) is simply a statistic used to characterize a group of numbers or data with one figure. Unlike an average or mean, the mode does not undergo any transformation and is always a number that actually exists in the data. As the mode is the most frequently occurring number in a group of numbers, it is entirely possible to have two (or more) modes. These invented examples should serve as illustrations: Number of tropical fish in aquaria in five homes: Jones (10); Nash (4); Zebrowski (10); Hackett (3); Peters (6). The mode here is 10, the number that appears most frequently. Number of plants in aquaria in five homes: Jones (10); Nash (7); Zebrowski (10); Hackett (7); Peters (2). Here, the modes are 10 and 7, as both numbers appear more frequently than any others.
If you're talking about measures of central tendency, if you have two modes put both of them down as the answer.
Add the two middle numbers and divide that total by two (the average).
@baneen You can put both modes or add both numbers and divide by 2
Yes, you can have none, one, two, or more!!!!!!!!
Write both modes
you add the modes that you have found together and then divide that by two
If you have two modes, you divide them by the amount there are. A mode (the most frequently occurring number in a group of figures) is simply a statistic used to characterize a group of numbers or data with one figure. Unlike an average or mean, the mode does not undergo any transformation and is always a number that actually exists in the data. As the mode is the most frequently occurring number in a group of numbers, it is entirely possible to have two (or more) modes. These invented examples should serve as illustrations: Number of tropical fish in aquaria in five homes: Jones (10); Nash (4); Zebrowski (10); Hackett (3); Peters (6). The mode here is 10, the number that appears most frequently. Number of plants in aquaria in five homes: Jones (10); Nash (7); Zebrowski (10); Hackett (7); Peters (2). Here, the modes are 10 and 7, as both numbers appear more frequently than any others.
the ratio of two quantities to be divided
You find the number in between the two modes. It could be a decimal.
Two to the sixth power (26) equals 64
There can be two modes in a data set. For example, in the data set {0,1,2,3,3,4,5,5,9}, there are two modes: 3 and 5.
a setting main characters and time theres another one two problem but there really is not a problem in the story