An angel investor is forming advisory panels by selecting 2 biotech specialists and 2 data scientists from a group of 5 specialists and 6 scientists. How many distinct panels can be formed?

["How Many Distinct Advisory Panels Can an Angel Investor Form? A Combinatorics Breakdown", "When an angel investor in the biotech sector forms an advisory panel, selecting precise expertise is critical. Suppose the investor aims to build panels consisting of exactly 2 biotech specialists chosen from a pool of 5 qualified experts, and 2 data scientists selected from a group of 6 specialists. The challenge is to determine the total number of distinct panels possible.", "This problem involves combinations, as the order of selection does not matter — only which individuals are included in the panel.", "### Step-by-step Solution:", "1. Choose 2 biotech specialists from 5\n The number of ways to choose 2 specialists out of 5 is given by the combination formula:\n [\n \binom{5}{2} = \frac{5!}{2!(5-2)!} = \frac{5 \ imes 4}{2 \ imes 1} = 10\n ]", "2. Choose 2 data scientists from 6\n Similarly, choosing 2 scientists out of 6:\n [\n \binom{6}{2} = \frac{6!}{2!(6-2)!} = \frac{6 \ imes 5}{2 \ imes 1} = 15\n ]", "3. Combine both selections\n Since the choices are independent, multiply the number of ways to form each group:\n [\n 10 \ imes 15 = 150\n ]", "### Final Result:\nThe total number of distinct advisory panels consisting of 2 biotech specialists and 2 data scientists is 150.", "This approach ensures clarity and precision — essential for strategic decision-making in early-stage biotech investments. By rigorously applying combinatorics, investors can confidently assemble expert panels that maximize innovation and analytical rigor.", "---", "Keywords: angel investor, advisory panel, biotech specialists, data scientists, combinations, combinatorics, biotech investment, panel formation, statistic combinatorics, STEM experts, startup advisory."]