Math Spiral 10: Number System
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Last updated about 5 years ago
3 questions
5
Directions: Find the GCF (Greatest Common Factor) for 60 and 40. Please make sure to show all of your work.
Hint: Research greatest common factor and factors.
Directions: Find the GCF (Greatest Common Factor) for 60 and 40. Please make sure to show all of your work.
Hint: Research greatest common factor and factors.
5
Directions: Find the LCM (Least Common Mutiple) and four common multiples for 8 and 12. Please make sure to show all of your work.
Hint: Research least common multiple and common multiples.
Directions: Find the LCM (Least Common Mutiple) and four common multiples for 8 and 12. Please make sure to show all of your work.
Hint: Research least common multiple and common multiples.
5
Directions: Evaluate or solve the following word problem.
Every year at the fair, Gianna and Mila can’t agree upon which ride to experience. After 2 hours of arguing, they eventually agree upon enjoying separate experiences. Mila decides to experience the 125 foot plunge of the Drop Elevator which finishes its drop sequence in 6 minutes. On the other hand Gianna will expend her remaining 4 tickets on the Coaster of Curses which finishes its quarter mile track in 9 minutes. If both girls continuously rode each ride, then in how many minutes would they both get off of the ride at the same time? How many times would each have ridden their respective rides?
Directions: Evaluate or solve the following word problem.
Every year at the fair, Gianna and Mila can’t agree upon which ride to experience. After 2 hours of arguing, they eventually agree upon enjoying separate experiences. Mila decides to experience the 125 foot plunge of the Drop Elevator which finishes its drop sequence in 6 minutes. On the other hand Gianna will expend her remaining 4 tickets on the Coaster of Curses which finishes its quarter mile track in 9 minutes. If both girls continuously rode each ride, then in how many minutes would they both get off of the ride at the same time? How many times would each have ridden their respective rides?