Home / L'hydrographie est marquée par la Chevroigne, qui forme une petite vallée d’écoulement, et plusieurs ruisseaux saisonniers. Le territoire est riche en zones humides et petits cours d’eau, idéal pour la biodiversité, notamment les amphibiens et oiseaux.
Related Articles Travers est un village situé dans la partie nord-est de la région historique de Bourgogne, à la limite sud-est du département de la Côte-d'Or, au cœur du Morvan. Il est traversé par la Chevroigne et borde la forêt communale, qui s'étend jusqu'au mont Gauvain. Le village s’inscrit dans un paysage de collines boisées, typique du Morvan, avec des altitudes variant de 400 à 450 mètres. La région bénéficie d’un climat océanique modéré, avec des précipitations régulières et une végétation dense constituée surtout de hêtres, chênes et pins. La proximité du lac de Saint-Point, à 15 km, influence le microclimat local. Accessible principalement par la route départementale 983 reliant Saint-Pois à Saint-Martin-du-Touch (anciennement par la route nationale 78 déclassée), Travers est située à environ 35 km de Saint-Jean-de-Losne, 50 km de Sens (Yonne) et 65 km de Dijon. La gare la plus proche est celle de Saint-Poix (~25 km), desservie par des trains régionaux. L’exploitation forestière et l’agriculture extensive (prairies, cultures maraîchères) dominent l’économie locale, soutenue par une économie sociale locale forte, incluant quelques artisans et activités touristiques liées à la nature. Titres SEO-friendly : Travers (Côte-d’Or) : Découvrez le charme rural et la nature préservée du village orné Trending Articles Multiply by 6 for the 6 possible blocks: This fraction is already in simplest form. $$Question: An angel investor is considering funding one of 5 early-stage tech startups, each focusing on a unique field: AI, biotech, clean energy, quantum computing, and blockchain. If the investor randomly selects 3 startups to fund, what is the probability that both the AI and biotech startups are among the selected ones? To solve this, we begin by computing the total number of ways to choose 3 startups from 5: Next, we count the number of favorable outcomes: those that include both the AI and biotech startups. If AI and biotech are already selected, the third startup must be one of the remaining 3: clean energy, quantum computing, or blockchain. So, there are: favorable outcomes. Therefore, the desired probability is: Question: A UX designer is creating a mobile app with 4 home screen widgets: a calendar, a to-do list, a weather widget, and a fitness tracker. If the designer randomly arranges these widgets in a 2x2 grid, what is the probability that the calendar and weather widget are adjacent (share a side)? We begin by computing the total number of ways to arrange 4 distinct widgets in a 2x2 grid: Now we count the number of favorable arrangements where the calendar and weather widget are adjacent. We treat the calendar and weather widget as a single block and count the number of ways to place this block and the other two widgets in the grid. There are 4 positions in the 2x2 grid. For each position of the calendar-weather block, we check which adjacent positions are available: Top
Multiply by 6 for the 6 possible blocks:
This fraction is already in simplest form.
$$Question: An angel investor is considering funding one of 5 early-stage tech startups, each focusing on a unique field: AI, biotech, clean energy, quantum computing, and blockchain. If the investor randomly selects 3 startups to fund, what is the probability that both the AI and biotech startups are among the selected ones?
To solve this, we begin by computing the total number of ways to choose 3 startups from 5:
Next, we count the number of favorable outcomes: those that include both the AI and biotech startups. If AI and biotech are already selected, the third startup must be one of the remaining 3: clean energy, quantum computing, or blockchain. So, there are:
favorable outcomes. Therefore, the desired probability is:
Question: A UX designer is creating a mobile app with 4 home screen widgets: a calendar, a to-do list, a weather widget, and a fitness tracker. If the designer randomly arranges these widgets in a 2x2 grid, what is the probability that the calendar and weather widget are adjacent (share a side)?
We begin by computing the total number of ways to arrange 4 distinct widgets in a 2x2 grid:
Now we count the number of favorable arrangements where the calendar and weather widget are adjacent. We treat the calendar and weather widget as a single block and count the number of ways to place this block and the other two widgets in the grid.
There are 4 positions in the 2x2 grid. For each position of the calendar-weather block, we check which adjacent positions are available: