There are for pairs of co-primes between 1 and 25. They are (3, 5), (5, 7), (11, 13), and(17, 19).
It can have anywhere between 0 and 12 pairs of parallel sides.
The only arithmetic mean of 7 and 25 is (7+25)/2 =16. If you really mean all arithmetic means of all possible pairs of numbers between 7 and 25, then there are so many pairs you should clearly state so in your question. Or better still, just write them down, work them out and add them up, which is what I would have to do.
25 pairs, including the pair (2, 3).
To find how many pairs of numbers multiply to 325, we first determine the factors of 325. The prime factorization of 325 is (5^2 \times 13). The factors of 325 are 1, 5, 13, 25, 65, and 325, leading to the pairs: (1, 325), (5, 65), and (13, 25). Thus, there are three distinct pairs of factors that multiply to give 325.
the pairs are 1 x 25 5 x 5
It can have anywhere between 0 and 12 pairs of parallel sides.
Two.
25
The only arithmetic mean of 7 and 25 is (7+25)/2 =16. If you really mean all arithmetic means of all possible pairs of numbers between 7 and 25, then there are so many pairs you should clearly state so in your question. Or better still, just write them down, work them out and add them up, which is what I would have to do.
To find the number of pairs that can be made from 25 socks, you simply divide the total number of socks by 2. Thus, 25 socks can form 12 complete pairs, with 1 sock remaining unpaired. Therefore, the answer is 12 pairs with 1 leftover sock.
25 chromosomal pairs
Up to 12 pairs.
12 pairs of ribs and 25 in the sternem
The factor pairs of 25 are 1 x 25 and 5 x 5
25 pairs, including the pair (2, 3).
1 and 25 5 and 5
To find how many pairs of numbers multiply to 325, we first determine the factors of 325. The prime factorization of 325 is (5^2 \times 13). The factors of 325 are 1, 5, 13, 25, 65, and 325, leading to the pairs: (1, 325), (5, 65), and (13, 25). Thus, there are three distinct pairs of factors that multiply to give 325.