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Mr. Thurgood gave his students a math quiz last Friday. Each question on the quiz was worth 33 points, and the quiz was worth 4545 points in all.\newlineLet qq represent the number of questions on the quiz. Which equation models the problem?\newlineChoices:\newline(A) q3=45\frac{q}{3} = 45\newline(B) 3q=453q = 45\newlineSolve this equation to find the number of questions on the quiz.\newline____ questions\newline

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Q. Mr. Thurgood gave his students a math quiz last Friday. Each question on the quiz was worth 33 points, and the quiz was worth 4545 points in all.\newlineLet qq represent the number of questions on the quiz. Which equation models the problem?\newlineChoices:\newline(A) q3=45\frac{q}{3} = 45\newline(B) 3q=453q = 45\newlineSolve this equation to find the number of questions on the quiz.\newline____ questions\newline
  1. Identify Equation: Step 11: Identify the correct equation that models the problem. Each question is worth 33 points, and the total points are 4545. The equation that connects these values is 3q=453q = 45, where qq is the number of questions.
  2. Solve Equation: Step 22: Solve the equation 3q=453q = 45. To find qq, divide both sides of the equation by 33.\newlineq=453q = \frac{45}{3}\newlineq=15q = 15