An event planner is planning a party. It costs the event planner a onetime fee of $35 to rent the venue $10.25 and per attendee. The event planner has a budget of $300. What is the greatest number of attendees possible without exceeding the budget?
","rationale_html":"25 The correct answer is . The total cost of the party is found by adding the onetime fee of the venue to the cost per attendee times the number of attendees. 35+10.25 Let x be the number of attendees. The expression x thus represents $300 the total cost of the party. It’s given that the budget is , so this situation can 35+10.25 #300 35 be represented by the inequality x . Subtracting from both 10.25 #265 sides of this inequality gives x . Dividing both sides of this inequality 10.25 #25.854 by results in approximately x . Since the question is stated in 25.854 terms of attendees, rounding down to the greatest whole number gives 25 the greatest number of attendees possible, which is . 33 SAT PRACTICE TEST #10 ANSWER EXPLANATIONS SAT ANSWER EXPLANATIONS n MATH: MODULE 1
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