A diploid ornamental plant has a chromosome number $2n=14$ ($n=7$). During meiosis, each chromosome pair can assort independently, and for each pair, crossing over can produce four different recombinant chromatids. How many distinct haploid gamete combinations are possible?

Step-by-step solution

1. Each of the 7 chromosome pairs can assort independently – contributes 4 possible combinations per pair.
2. For each pair, 4 recombinant chromatids are possible – factor of 4 per pair.
3. Total combinations = $4^7$ because each pair’s options are independent.
4. Compute $4^7=16384$.
5. Thus, 16384 distinct gamete types are possible.

Concept tested: Independent assortment & crossing over

Published 18 September 2026 · How this solution was prepared and checked