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Fig 1.

The balance method and inverse method to solve a one-step equation.

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Fig 2.

General procedure across three experiments.

Day 1: Experiment 1 (one-step equations). Day 3: Experiment 2 (two-step equations). Day 8: Experiment 3 (one-step and two-step equations). The concept test comprised three questions (10 min). Applied the inverse operation concurrently.

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Fig 3.

For One-step Equations in Experiment 1, the Effects of Method (balance vs. inverse) on: (a) Practice Equations, (b) Post-test, and (c) Concept Test. Error Bars are Standard Errors.

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Fig 3 Expand

Table 1.

Performance outcomes of pre-test.

Practice Equations, Post-test, and Concept Test for One-Step and Two-Step Equations in Experiments 1 and 2.

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Table 1 Expand

Fig 4.

For Two-step Equations in Experiment 2, the Effects of Method (balance vs. inverse) on: (a) Practice Equations, (b) Post-test, and (c) Concept Test. Error Bars are Standard Errors.

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Fig 4 Expand

Fig 5.

For One-step and Two-step Equations with a Positive and a Negative Pronumeral in Experiment 3, the Effects of Method (balance vs. inverse) on: (a) Practice Equations, (b) Post-test, (c) Concept Test, and (d) Mental Effort. Error Bars are Standard Errors.

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Fig 5 Expand

Table 2.

Performance outcomes of pre-test, practice equations, post-test, concept test and mental effort for equations with a positive and a negative pronumeral in Experiment 3.

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Table 2 Expand

Fig 6.

The balance method and inverse method to solve an algebra transformation equation.

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Fig 6 Expand