Problem 1 (Wavefront Algorithm): Use the Wavefront algorithm to update the map and use the updated map to find a path leading the robot to go from its initial position to the goal position. ● R denotes the robot's initial position 1 denotes an inaccessible cell (for example, occupied by objects) 2 denotes the goal position (i.e., destination) Empty cells denote free space, whose values (the Os) are not specifically written Use four-neighborhood when propagating through the map The path found should be highlighted/specified/indicated. 1 1 1 1 1 1 R 1 1 1 1 1 2 1 1

3.3. Using DeMorgan's Law, write an expression for the complement of F if F(x, y, z) = xỹ(x + z).

Map coloring problem with {Red, Green, Blue). Assume that Arizona and Colorado do not share any border, and Utah and New Mexico do not share any border. Southwestern States Pacific Ocean ܞ W Key Oregon Sacramento ★ State Capital Carson State Boundary Water CEnchantedLearning.com City Névada California Idaho Salt Lake City Utah Arizona Phoenix MEXICO Wyoming Denver Colorado Santa Fe New Mexico Texas Kansas Nebraska Oklahoma Texas Please answer the following questions. 1. Which state should be selected to color first based on the heuristic of most constraining variable (degree heuristic)? 2. Assume our current assignment is {Nevada= Red, Arizona = Green}, which state(s) should be selected to color next based on the heuristic of minimum remaining value? 3. Assume our current assignment is {Arizona = Blue, Utah = Red} and we select California to color next, which color should we select based on the heuristic of least constraining value? 4. Assume our current assignment is {California =…

Consider the following four maps: 1) 2) 3) 4) Select all, but only, the maps which are correspondences. O map 1 О mаp 2 map 3 О map 4 23