Analysis Analysis for when gas Analysis for when gas Analysis for when gas Analysis for when gas prices become prices become prices become prices become unreasonable is accurately unreasonable is unreasonable shows unreasonable shows analyzed with full accurately analyzed with evidence of some evidence of numerous consideration of all evidence of consideration inaccuracies inaccuracies in scenario parameters. of all scenario mathematical reasoning. mathematical parameters. reasoning. Mathematical Work shows evidence of Work shows evidence of Work shows evidence of Work shows evidence Concepts in-depth understanding of full understanding of partial understanding of of limited proportions and proportions and proportions and understanding of proportional relationships proportional relationships proportional relationships proportions and proportional relationships Complex mathematical Appropriate mathematical Some mathematical Limited or no Precision of Mathematical language is accurately language is accurately language, e.g. mathematical language Language used, e.g. proportions, used, e.g. proportions, proportions, ratio, is accurately used to ratio, etc.(refer to stage 1 ratio, etc.(refer to stage 1 etc.(refer to stage 1 for communicate for additional vocabulary) for additional vocabulary) additional vocabulary) mathematical throughout the in much of the accurately used to reasoning presentation to presentation to communicate communicate about communicate mathematical reasoning mathematical reasoning mathematical reasoning Mathematical All work is shown and All work is and mostly Most work is shown but Work is limited, Accuracy contains little or no errors accurate, containing a contains a number of missing and/or in calculations, equations, limited number of inaccuracies in contains numerous graphs, and tables. mathematical errors in calculations, equations, mathematical errors in calculations, equations, graphs, and tables. calculations, graphs, and tables. equations, graphs, and tables. Argument Reasoning for when gas Reasoning for when gas Some reasoning for when Reasoning for when prices become prices become gas prices become gas prices become unreasonable is included unreasonable is included unreasonable is included unreasonable may or in the presentation and is in the presentation, and is in the presentation. may not be included in convincing, thoughtful, convincing and backed up Reasoning is somewhat the presentation. The and backed up with with appropriate convincing and backed up reasoning is not extensive evidence. evidence. with some evidence. convincing and may be backed up with little or no evidence.
Analysis Analysis for when gas prices become unreasonable is accurately analyzed with full consideration of all scenario parameters. Analysis for when gas prices become unreasonable is accurately analyzed with evidence of consideration of all scenario parameters. Analysis for when gas prices become unreasonable shows evidence of some inaccuracies mathematical reasoning. Analysis for when gas prices become unreasonable shows evidence of numerous inaccuracies in mathematical reasoning. Mathematical Concepts Work shows evidence of in-depth understanding of proportions and proportional relationships Work shows evidence of full understanding of proportions and proportional relationships Work shows evidence of partial understanding of proportions and proportional relationships Work shows evidence of limited understanding of proportions and proportional relationships Precision of Mathematical Language Complex mathematical language is accurately used, e.g. proportions, ratio, etc.(refer to stage 1 for additional vocabulary) throughout the presentation to communicate about mathematical reasoning Appropriate mathematical language is accurately used, e.g. proportions, ratio, etc.(refer to stage 1 for additional vocabulary) in much of the presentation to communicate mathematical reasoning Some mathematical language, e.g. proportions, ratio, etc.(refer to stage 1 for additional vocabulary) accurately used to communicate mathematical reasoning Limited or no mathematical language is accurately used to communicate mathematical reasoning Mathematical Accuracy All work is shown and contains little or no errors in calculations, equations, graphs, and tables. All work is and mostly accurate, containing a limited number of mathematical errors in calculations, equations, graphs, and tables. Most work is shown but contains a number of inaccuracies in calculations, equations, graphs, and tables. Work is limited, missing and/or contains numerous mathematical errors in calculations, equations, graphs, and tables. Argument Reasoning for when gas prices become unreasonable is included in the presentation and is convincing, thoughtful, and backed up with extensive evidence. Reasoning for when gas prices become unreasonable is included in the presentation, and is convincing and backed up with appropriate evidence. Some reasoning for when gas prices become unreasonable is included in the presentation. Reasoning is somewhat convincing and backed up with some evidence. Reasoning for when gas prices become unreasonable may or may not be included in the presentation. The reasoning is not convincing and may be backed up with little or no evidence.