14.To map set A (prime numbers less than 7) to set B (numbers between 11 and 30 that are multiples of 5), we need to find common elements between the two sets.
Set A contains the prime numbers less than 7, which are {2, 3, 5}.
Set B contains numbers between 11 and 30 that are multiples of 5, which are {15, 20, 25}.
The possible mapping of set A to set B would be:
2 maps to 15
3 maps to 15
5 maps to 25
So, one possible mapping is:
2 -> 15
3 -> 15
5 -> 25
15.A to B Mapping
Default (GPT-3.5)
User
14. Given A = (prime numbers less than 7) B = (x|11 <x< 30, x multiples of 5), The possible mapping of set A to B is....
ChatGPT
To map set A (prime numbers less than 7) to set B (numbers between 11 and 30 that are multiples of 5), we need to find common elements between the two sets.
Set A contains the prime numbers less than 7, which are {2, 3, 5}.
Set B contains numbers between 11 and 30 that are multiples of 5, which are {15, 20, 25}.
The possible mapping of set A to set B would be:
2 maps to 15
3 maps to 15
5 maps to 25
So, one possible mapping is:
2 -> 15
3 -> 15
5 -> 25
User
15. Find the value of n from the pattern below!
-12, -10, -8, -4,..... Un = 24
To find the value of n in the pattern -12, -10, -8, -4, ..., Un = 24, we need to determine the common difference between consecutive terms.
From the given pattern, we can see that the common difference is increasing by 2 each time:
-12 to -10: +2
-10 to -8: +2
-8 to -4: +4
So, the common difference is increasing by 2 each time. To find the next term, we add 6 to -4:
Jawaban:
semoga membantu ,,,,,,,,,,
14.To map set A (prime numbers less than 7) to set B (numbers between 11 and 30 that are multiples of 5), we need to find common elements between the two sets.
Set A contains the prime numbers less than 7, which are {2, 3, 5}.
Set B contains numbers between 11 and 30 that are multiples of 5, which are {15, 20, 25}.
The possible mapping of set A to set B would be:
2 maps to 15
3 maps to 15
5 maps to 25
So, one possible mapping is:
2 -> 15
3 -> 15
5 -> 25
15.A to B Mapping
Default (GPT-3.5)
User
14. Given A = (prime numbers less than 7) B = (x|11 <x< 30, x multiples of 5), The possible mapping of set A to B is....
ChatGPT
To map set A (prime numbers less than 7) to set B (numbers between 11 and 30 that are multiples of 5), we need to find common elements between the two sets.
Set A contains the prime numbers less than 7, which are {2, 3, 5}.
Set B contains numbers between 11 and 30 that are multiples of 5, which are {15, 20, 25}.
The possible mapping of set A to set B would be:
2 maps to 15
3 maps to 15
5 maps to 25
So, one possible mapping is:
2 -> 15
3 -> 15
5 -> 25
User
15. Find the value of n from the pattern below!
-12, -10, -8, -4,..... Un = 24
To find the value of n in the pattern -12, -10, -8, -4, ..., Un = 24, we need to determine the common difference between consecutive terms.
From the given pattern, we can see that the common difference is increasing by 2 each time:
-12 to -10: +2
-10 to -8: +2
-8 to -4: +4
So, the common difference is increasing by 2 each time. To find the next term, we add 6 to -4:
-4 + 6 = 2
Now, we can continue the pattern:
2 + 6 = 8
8 + 6 = 14
14 + 6 = 20
20 + 6 = 26
So, the value of n for Un = 24 is 26.