Matemática VUNESP 2026 | Como Resolver Sistema de Equação do 1º Grau em 3 Passos.

Learn how to solve first-degree equation systems for competitive exams with a straightforward 3-step method. VUNESP 2026. In this video, you will learn how to solve first-degree equation system problems in the way they appear in public service exams, especially VUNESP exams. Most candidates get stuck on this type of question because they don't see the pattern. After this video, you will recognize any variation and solve without hesitation. What you will see in this lesson: How to set up the quantity equation How to set up the value equation How to solve and answer exactly what the question asked 3 solved questions in the VUNESP style Ideal content for those studying mathematics for public service exams, first-degree equation systems, first-degree equations with two unknowns, VUNESP questions, GCM, TJSP Clerk, PMSP Soldier and other positions that require mathematical reasoning. Want to be better prepared for the exam? Access the complete Master the VUNESP course via the link below. Mastering VUNESP: Mathematics | 2026: https://go.hotmart.com/K101707703Q If this video helped you, save it to review before the exam and forward it to whoever is studying with you. Solved problems: During the organization of an event, two types of tickets were sold: full price and half-price. In total, 120 tickets were sold, raising R$4,800.00. Knowing that a full-price ticket cost R$50.00 and a half-price ticket cost R$30.00, determine the number of full-price tickets sold. 50 full-price tickets were sold. 70 full-price tickets were sold. 40 full-price tickets were sold. 60 full-price tickets were sold. 80 full-price tickets were sold. A technology center processed the results of 3,300 tests related to a survey on a single computer, some designated as test A, and the rest as test B. This computer processed these tests uninterruptedly for 52 hours and 30 minutes, with the processing time for each test A being 1 minute and 4 seconds, and for each test B being 49 seconds. The difference between the number of tests A and B in this survey is equal to 340. 360. 380. 400. 420. To get from home to work, Paulo has only two transportation options: bus A, which travels 12 km and costs R$ 5.00, or bus B, which travels 15 km and costs R$ 6.00. Over a period of N days, Paulo spent R$ 162.00 to get from home to work, having traveled 396 km. During this period, the number of times Paulo went to work on bus A exceeds the number of times he went on bus B by 4. 10. 8. 6. 2. system of first-degree equations, system of equations for competitive exams, VUNESP 2026 mathematics, first-degree equation for public service exams, mathematics for competitive exams, VUNESP mathematics, how to solve a system of equations, TJSP clerk, TJSP, VUNESP, public service exams 2026, VUNESP 2026, solved VUNESP questions, first-degree equation, mathematics, basic mathematics, public service exam, equations, VUNESP mathematics, commented VUNESP questions, VUNESP exam, VUNESP questions, TJSP clerk VUNESP 2026 Mathematics | How to Solve a System of First-Degree Equations in 3 Steps.