here are the numbers of times 14 people ate out last month.\n3, 3, 7, 7, 4, 5, 5, 4, 6, 7, 3, 3, 4, 3\nsend…
here are the numbers of times 14 people ate out last month.\n3, 3, 7, 7, 4, 5, 5, 4, 6, 7, 3, 3, 4, 3\nsend data to calculator\nfind the modes of this data set.\nif there is more than one mode, write them separated by commas.\nif there is no mode, click on \no mode.\
Answer
Explanation:
Step1: Count occurrences of each number
- Number 3: Let's count how many times 3 appears. Looking at the data: 3,3,7,7,4,5,5,4,6,7,3,3,4,3. Let's list the positions of 3: 1st, 2nd, 11th, 12th, 14th. Wait, let's count again: 3 (1), 3 (2), then later 3 (11), 3 (12), 3 (14)? Wait no, let's list all numbers: 3,3,7,7,4,5,5,4,6,7,3,3,4,3. Let's count each number:
- 3: Let's go through each element:
- 1: 3
- 2: 3
- 3: 7
- 4: 7
- 5: 4
- 6: 5
- 7: 5
- 8: 4
- 9: 6
- 10: 7
- 11: 3
- 12: 3
- 13: 4
- 14: 3 So 3 appears at positions 1,2,11,12,14? Wait no, 1,2,11,12,14? Wait 1 (3), 2 (3), 11 (3), 12 (3), 14 (3) – that's 5 times? Wait no, let's count again: 3,3,7,7,4,5,5,4,6,7,3,3,4,3. Let's count the number of 3s: 3 appears in the list as follows: first two are 3, then at index 10 (wait no, index starts at 0? Maybe better to count the frequency:
- 3: let's count how many times 3 is present. Let's list all numbers: 3,3,7,7,4,5,5,4,6,7,3,3,4,3. Let's count:
- 3: 1,2,11,12,14? Wait no, 1 (3), 2 (3), 11 (3), 12 (3), 14 (3) – that's 5? Wait no, 1,2,11,12,14: that's 5? Wait 1,2,11,12,14: 5 elements? Wait 1:3, 2:3, 11:3, 12:3, 14:3 – that's 5? Wait no, 1,2,11,12,14: 5? Wait 1,2,11,12,14: 5 numbers? Wait no, 1,2,11,12,14: 5? Wait 1 (3), 2 (3), 11 (3), 12 (3), 14 (3) – that's 5? Wait no, let's count again: 3,3,7,7,4,5,5,4,6,7,3,3,4,3. Let's count the 3s:
- First two: 3,3 (2 times)
- Then at position 11: 3 (3rd)
- Position 12: 3 (4th)
- Position 14: 3 (5th) So 3 appears 5 times? Wait no, wait the list has 14 numbers. Let's count each number:
- 3: let's count: 3 (1), 3 (2), 3 (11), 3 (12), 3 (14) – that's 5? Wait no, 1,2,11,12,14: 5? Wait 1,2,11,12,14: 5 numbers? Wait 1 (3), 2 (3), 11 (3), 12 (3), 14 (3) – yes, 5 times.
- 7: Let's count 7s: positions 3,4,10. So 3,4,10: 3 times? Wait 3 (7), 4 (7), 10 (7) – that's 3 times? Wait no, 3:7, 4:7, 10:7 – three 7s? Wait no, 3,4,10: three elements? Wait 3 (7), 4 (7), 10 (7) – that's 3 times? Wait no, 3,4,10: three 7s? Wait no, 3:7, 4:7, 10:7 – three 7s? Wait no, 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3 (7), 4 (7), 10 (7) – that's 3 times? Wait no, 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? Wait 3,4,10: three 7s? 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- 3: Let's go through each element: