Mode - SAT Math

Step 1: Define Mode...

The mode of a set is a number that repeats the most time. If more than one number repeats the same exact number of times as the rest,

Step 2: Count how many times a certain number appears...

times

times

time.

Step 3: Find the numbers that happen the most frequent...

The numbers are all the modes of the set.

Step 1: Count the number of times each distinct element repeats in the set of numbers...

- time each

- times

1 time each.

Step 2: Define the mode of a set...

The mode of a set is the number that comes up the most times (the most frequent). If a set has numbers that repeat the same amount of times, those such numbers are also the mode.

The mode is .

Step 1: Count the number of times each distinct element repeats in the set of numbers...

- time each

- times

1 time each.

Step 2: Define the mode of a set...

The mode of a set is the number that comes up the most times (the most frequent). If a set has numbers that repeat the same amount of times, those such numbers are also the mode.

The mode is .

Step 1: Define Mode...

The mode of a set is a number that repeats the most time. If more than one number repeats the same exact number of times as the rest,

Step 2: Count how many times a certain number appears...

times

times

time.

Step 3: Find the numbers that happen the most frequent...

The numbers are all the modes of the set.

In order to find the mode, first we need to evaluate the function at each of our points:

Now we put our answers in order:

As we can see, the appears twice, which is more than any other number. Therefore the mode is .

Step 1: Count the number of times each distinct element repeats in the set of numbers...

- time each

- times

1 time each.

Step 2: Define the mode of a set...

The mode of a set is the number that comes up the most times (the most frequent). If a set has numbers that repeat the same amount of times, those such numbers are also the mode.

The mode is .

The mode is the value that occurs the most times in one set. In the given set that value is which occurs five times.

In order to find the mode, first we need to evaluate the function at each of our points:

Now we put our answers in order:

As we can see, the appears twice, which is more than any other number. Therefore the mode is .

Step 1: Count the number of times each distinct element repeats in the set of numbers...

- time each

- times

1 time each.

Step 2: Define the mode of a set...

The mode of a set is the number that comes up the most times (the most frequent). If a set has numbers that repeat the same amount of times, those such numbers are also the mode.

The mode is .

In order to find the mode, first we need to evaluate the function at each of our points:

Now we put our answers in order:

As we can see, the appears twice, which is more than any other number. Therefore the mode is .

The mode is the value that occurs the most times in one set. In the given set that value is which occurs five times.

In order to find the mode, first we need to evaluate the function at each of our points:

Now we put our answers in order:

As we can see, the appears twice, which is more than any other number. Therefore the mode is .

Step 1: Define Mode...

The mode of a set is a number that repeats the most time. If more than one number repeats the same exact number of times as the rest,

Step 2: Count how many times a certain number appears...

times

times

time.

Step 3: Find the numbers that happen the most frequent...

The numbers are all the modes of the set.

Step 1: Define Mode...

The mode of a set is a number that repeats the most time. If more than one number repeats the same exact number of times as the rest,

Step 2: Count how many times a certain number appears...

times

times

time.

Step 3: Find the numbers that happen the most frequent...

The numbers are all the modes of the set.

The mode is the value that occurs the most times in one set. In the given set that value is which occurs five times.

The mode is the value that occurs the most times in one set. In the given set that value is which occurs five times.

Arrange the set in numerical order: {2, 4, 5, 7, 7, 7, 9, 9, 10, 11, 11, 15, 19, 20}.

You can then chart the frequency of each value.

Value (Frequency)

2 (1)

4 (1)

5 (1)

7 (3)

9 (2)

10 (1)

11 (2)

15 (1)

19 (1)

20 (1)

From this you can see the most common value, which is the mode, is 7.

12 appears in the set most frequently, appearing three times; 19 is second in frequency, appearing twice. 10, 11, 18, and 20 appear once each.

The only number we can set to to make two data values tie for appearing most frequently is 19; 12 and 19 would then each appear three times, and the others, once. If is set to any other number, 12 would remain the most frequent data value.

The mode is the number that is repeated the most within a set. In our case we see 7 repeated 3 times therefore our mode is 7

The mode of a set of numbers is the one that appears most often. Thus, our answer is .