Question

isaiah and his friends like to invent games to play after school. today, they drew a small circle on the ground with chalk and are trying to throw pennies in it. the table shows the scoring rules isaiah and his friends made up.
penny location change in points
inside the circle 4
touching the circle 2
outside the circle -5
which penny location causes the greatest change in points?
inside the circle
touching the circle
outside the circle

Explanation:

Step1: Compare the absolute - values of point - changes

We have point - changes 4, 2, and - 5. The absolute values are \(|4| = 4\), \(|2|=2\), and \(|-5| = 5\).

Step2: Determine the largest absolute - value

Since \(2<4<5\), the number with the largest absolute - value is - 5.

Answer:

outside the circle