A trinket company has a warehouse that contains 50,000 trinkets. At the end of each day, a truck picks up 4,000 trinkets to deliver to the trinket store. When the warehouse drops below 15,000 trinkets, the company will begin producing more trinkets to restore the inventory. 1) Write an equation for the number of trinkets \( T \) in the factory after \( D \) days. 1) \( D=50000-4000 T \) 2) The factory will produce trinkets after 9 days. 1) \( T=50000-4000 D \) 2) The factory will produce trinkets after \( 8 \frac{3}{4} \) days. 1) \( T=50000-4000 D \) 2) The factory will produce trinkets after 9 days. 1) \( D=50000-4000 T \) 1

Directions: Identify and describe the key political, economic, social, cultural, and technologica factors that contributed to the rise of the Roman Empire. Provide specific examples and details support your explanations. Political Factors: Economic Factors: Social and Cultural Factors: Technological Advancements:

Solve for \( f \) \( \begin{array}{l}3(6-f)-4=3 f-4 \\ f=\square\end{array} \)

RTA \( =-3=S 1=-7=2=-20 \) 2. El profesor de matemáticas solicita a sus estudiantes analizar la figura dada y calcularla distancia comprendida entre los puntos A y B. Quien dijo la respuesta correcta fue: El tiempo de la clase no alcanzó para encontrar las ecuaciones que representan la recta AB de la anterior figura;

\begin{tabular}{|l|l|}\( \begin{array}{l}\text { A. Keep a sleep schedule for one } \\ \text { below. }\end{array} \) \\ \hline Monday & \( \begin{array}{l}\text { What time did } \\ \text { you get up in } \\ \text { the morning? }\end{array} \) \\ \hline Tuesday & \\ \hline Wednesday & \\ \hline Thursday & \\ \hline Friday & \\ \hline Saturday & \\ \hline Sundoy & \\ \hline\end{tabular}

Determine whether the following statement makes sense or does not make sense, and explain your reasoning. If I know that a conditional statement is false, I can obtain a true statement by taking the conjunction of its antecedent and negated consequent. Does the given statement make sense? Why? A. The statement does not make sense because taking the conjunction of the antecedent and negated consequent describes the equivalence of a conditional statement. The equivalence of false is false. B. The statement does not make sense because taking the conjunction of the antecedent and negated consequent of a conditional statement does nothing to affect the truth value of the original statement. C. The statement makes sense because taking the conjunction of the antecedent and negated consequent describes the negation of a conditional statement. The negation of false is true. D. The statement makes sense because the negation of a false statement is a true statement.