The club needs to buy aluminum sheets for the robot. Each sheet costs [latex]$14.50[\/latex] and is [latex]\\frac{3}{4}[\/latex] of a square meter. The design requires a total of [latex]2[\/latex] square meters.<\/p>\r\n [ohm2_question hide_question_numbers=1]13846[\/ohm2_question]<\/p>\r\n<\/section>\r\n Alex estimates that building the robot will take [latex]90[\/latex] hours. The construction phase takes [latex]\\frac{2}{3}[\/latex]\u00a0of the total time, and the programming phase takes half of the remaining time.<\/p>\r\n [ohm2_question hide_question_numbers=1]13847[\/ohm2_question]<\/p>\r\n<\/section>\r\n By assisting Alex with the robotics club's budget, you've navigated through various scenarios that required the practical application of fractions. From purchasing materials to managing time and resources, you've demonstrated how arithmetic with rational numbers is vital in planning and executing a project. These skills are invaluable, as they apply to numerous situations beyond the classroom, from personal finance to professional project management.<\/p>","rendered":" The club needs to buy aluminum sheets for the robot. Each sheet costs [latex]$14.50[\/latex] and is [latex]\\frac{3}{4}[\/latex] of a square meter. The design requires a total of [latex]2[\/latex] square meters.<\/p>\nTime Management<\/h3>\r\n
Rational Numbers in Robotics: Budgeting for the Build Cont.<\/h2>\n
Purchasing Materials<\/h3>\n