A project shows linear progress: progress = k × years. If progress is 18 units after 3 years, what is the progress after 5 years?

Enhance your skills for the Ascension Composite Cadet Competition. Prepare with focused flashcards and engaging multiple choice questions, all with detailed hints and explanations. Ace your exam with confidence!

Multiple Choice

A project shows linear progress: progress = k × years. If progress is 18 units after 3 years, what is the progress after 5 years?

Explanation:
Progress grows at a constant rate when the relationship is linear, so progress equals a fixed amount per year times the number of years. From 18 units after 3 years, the yearly rate is 18 divided by 3, which is 6 units per year. Using that same rate for 5 years gives 6 × 5 = 30 units. So the progress is 30 units. The other options would imply a different yearly rate, which would not match the given linear progression.

Progress grows at a constant rate when the relationship is linear, so progress equals a fixed amount per year times the number of years. From 18 units after 3 years, the yearly rate is 18 divided by 3, which is 6 units per year. Using that same rate for 5 years gives 6 × 5 = 30 units. So the progress is 30 units. The other options would imply a different yearly rate, which would not match the given linear progression.

More practice questions