Log In | Register

Key Idea: The amount of energy an elastic object has depends on how much the object is stretched, compressed, twisted, or bent.

Students should know that:

  1. All elastic objects that are stretched or compressed have some amount of energy that is associated with how much they are stretched, compressed, twisted, or bent.
  2. The energy of an elastic object can be increased by stretching or compressing the object out of its original shape.  The more the object is stretched or compressed, the more energy the object has, and the less the object is stretched or compressed, the less energy it has (assuming that the amount of stretching or compressing is the only thing that changes). 
  3. The more an elastic object is stretched or compressed, the farther it can propel itself or another object when released.

 

Boundaries:

  1. The terms “elastic energy” and “elastic potential energy” is not used in Basic level items because energy will be treated as a unified concept at this level and not in its various forms.
  2. At this level, students will not be assessed on the knowledge of the relationship between elastic potential energy and how difficult it is to stretch or compress an object.
  3. Students are not expected to know which objects are more elastic than others.  Assessment items will use only familiar elastic objects such as springs, rubber bands, and rubber balls. 
  4. Assessment items are limited to scenarios involving only one object or two identical objects.
  5. Items may involve objects stretched, compressed, twisted, or bent.  In items, comparisons are made between objects stretched, compressed, twisted, or bent in the same manner (i.e., both bent). Items do not use situations where one object is stretched and another object is compressed.  Additionally, items do not compare an object in a stretched and compressed state.
  6. In assessment items, objects are not stretched, compressed, twisted, or bent beyond the point where they would return to their original shape (i.e. no plastic deformation).
Percent of students answering correctly (click on the item ID number to view the item and additional data)
Item ID
Number
Knowledge Being Assessed Grades
4–5
Grades
6–8
Grades
9–12
Select This Item for My Item Bank

RG053003

A spring will jump higher if it is compressed more before letting go.

78%

83%

82%

RG051003

A rubber band that is stretched more will travel farther when let go than a rubber band that is stretched less because the more a rubber band is stretched the farther it will travel.

70%

79%

74%

RG054003

A spring has more energy if it is compressed more.

72%

64%

70%

RG052003

The more a rubber band is stretched the more energy it has.

66%

67%

64%

Frequency of selecting a misconception

Misconception
ID Number

Student Misconception

Grades
4–5

Grades
6–8

Grades
9–12

EGM034

Elastic potential energy is the potential for an object to be stretched or compressed. For example, a rubber band has less elastic energy when it is stretched very far than when it is stretched a little bit because it can’t be stretched much more and a rubber band that is stretched a little bit has more elastic energy because it can be stretched a lot more (AAAS Project 2061, n.d.).

16%

12%

12%

RGM075

The amount of elastic potential energy an object has is not related to how much it is stretched or compressed.

11%

11%

14%

EGM035

Springs or other elastic objects have the same amount of elastic energy regardless of how much they are stretched or compressed (AAAS Project 2061, n.d.).

7%

8%

9%

EGM005

Objects at rest have no energy. Energy is associated only with obvious activity or movement (Brook & Driver, 1984; Finegold & Trumper, 1989; Kruger, 1990; Kruger et al., 1992; Stead, 1980; Summers & Kruger, 1993; Trumper, 1990, 1997a, 1997b, 1998; Trumper & Gorsky, 1993; Watts, 1983). For example, when asked for examples of energy, students say: “A fire burning…a telephone ringing…chemicals frothing…people running…that sort of thing” (Watts, 1983).

5%

7%

7%

Frequency of selecting a misconception was calculated by dividing the total number of times a misconception was chosen by the number of times it could have been chosen, averaged over the number of students answering the questions within this particular idea.