How many genetically different gametes can be produced from a diploid cell with seven chromosome pairs?

A diploid cell with 7 chromosome PAIRS would have 14 chromosomes, 7 from each parent. Thus, a gamete would be haploid and have 7 chromosomes. So to find how many genetically different gametes there could be do 2^7 which equals 128.

thanks :)

Well, let's do some chromosome math... You have seven pairs, which means 7 x 2 = 14 chromosomes in total. During meiosis, when diploid cells divide into haploid cells, genetic recombination can occur. This means that chromosomes can swap genetic material, creating even more variation. So, assuming no crossing over, you would have 2^7 (or 128) possible combinations of chromosomes. However, with crossing over, the number of genetically different gametes would be even greater. To summarize, there are a clownishly large number of possibilities, making it hard for me to count them all without juggling some numbers!

To determine the number of genetically different gametes that can be produced from a diploid cell with seven chromosome pairs, we need to use the concept of independent assortment and the formula (2^n), where n is the number of chromosome pairs.

In this case, we have seven chromosome pairs, so n = 7. By applying the formula (2^7), we can calculate the number of genetically different gametes.

2^7 = 128

Therefore, a diploid cell with seven chromosome pairs can produce 128 genetically different gametes.

To determine the number of genetically different gametes that can be produced from a diploid cell with seven chromosome pairs, we need to apply the principles of independent assortment and random segregation during meiosis. Here's how you can calculate it:

Step 1: Determine the number of possible chromosome combinations for each chromosome pair.
Each chromosome pair can undergo independent assortment during meiosis, meaning they can separate randomly into different gametes. For each pair of chromosomes, there are 2 possible combinations: one chromosome can go to one gamete, while the other chromosome can go to the other gamete.

Step 2: Calculate the total number of possible gametes.
Since there are seven chromosome pairs, we need to multiply the number of possible combinations for each pair together to determine the total number of gametes. Since each pair has 2 possibilities, we use the formula 2^n, where n is the number of chromosome pairs.

In this case, 2 raised to the power of 7 chromosome pairs gives us the total number of possible gametes.

Step 3: Calculate the result.
2^7 = 128

Therefore, a diploid cell with seven chromosome pairs can produce 128 genetically different gametes.