Sentences with phrase «find example data»

In trying to find example data to test the app part of the blog post, I found that for most people, the debt with the smallest balance tends to have the highest interest anyway, so there isn't much difference between the two.

Not exact matches

For example, if you work in marketing and you visit the accounting department, you might find a better way to communicate or you might find a data entry task you can help out with.

For example, after he was widely condemned for retweeting a graphic of homicide data delineated by race, FactCheck.org found that «almost every figure in the graphic is wrong.»

It turns out that to actually find text in these images, you can train a machine learning model where you give it some example data where people have drawn circles or boxes around the text.

An example he provided for unlocking the value of data is the app Waze, which crowdsources traffic data to help drivers find the fastest routes, turning congestion into revenue.

Studies relying on self - reported data have come to even more alarming conclusions; a survey conducted by the U.K. branch of Weight Watchers, for example, found that people were sitting an average of 14 hours and 39 minutes a day.

In Venezuela, for example, the government has not consistently released homicide data (though it did this year), so to find the rate for Caracas, the Council made an estimate based on entries at the Bello Monte morgue — though, as the Council admits, that morgue receives bodies from an area much larger than Caracas itself.

Zuckerberg said he would let lawmakers know if his team finds any new examples of improper transfer of data to a third party.

And if we wanted to spend some time on the suject, we could probably find numerous other examples of census data being historically (and, if you believe the New York Times - that agent of the Harper government - presently) misused by governments, often to the significant prejudice of minority members of those societies.

There are a number of ways to look at short data, for example the total number of shares short; but one metric that we find particularly useful is the «days to cover» metric because it considers both the total shares short and the average daily volume of shares typically traded.

For example, on Zillow you can examine current mortgage rates, view homes presently on the market, look for home prices, determine home values, and find lists and data of homes that were recently sold.

For example, there are data to indicate that persons living on the west coast or in the northeast are more likely than midwesterners and southerners to have had extramarital affairs, to have had an abortion, or to have had sex with sixty - one or more persons, and they are also less likely to find one - night stands degrading.

For example, what on * EARTH * do you mean when you say that the (very Biblical, very real, very undeniable) data about those who deny Jesus will be brought up «anxiously» by those who wish to «find at least one small corner of solace» where they can keep their «divisive and exclusive theologies»?!!

Examples of focal areas include: developing and implementing a rigorous evaluation of home visiting; selecting, adapting, and developing culturally appropriate data collection tools and measures; tracking and measuring benchmarks; developing and modifying existing data systems; continuous quality improvement; data protection and privacy; and ethical dissemination and translation of evaluation findings derived from research with AIAN to external audiences.

Finding «persuadable» voters is key for any campaign and with its treasure trove of data, Cambridge Analytica could target people high in neuroticism, for example, with images of immigrants «swamping» the country.

To make it obvious, take an example: if somebody finds a very efficient prime test then all the computer safety (banking, military data, corporation safety) is dead.

To put an example, you can separate the data in 5 years periods, and you will find that in 2011 - 2016 there were 45 % white murderers but in 2001 - 2006 there were 85 % white murderers.

Bolland's team also found multiple examples of inconsistencies between and within trials, errors in reported data, misleading text, duplicated data and text as well as uncertainties about ethical oversight.

Marrying that DNA data with archaeological findings, the context in which the bones were discovered, for example, may tell researchers more about when, where and how humans first engaged with plants and animals.

«Think of the advances being made in genomics, for example, due to the human genome project and the free - flowing findings and data.

«Scholars interested in working with these new data and techniques will find detailed examples and applications explaining how the authors obtained their data and how results may be replicated.»

The most familiar example of this might be linear regression, which finds a line that approximates a distribution of data points.

For example, inflammatory breast cancer is a very rare type of cancer found at a higher rate in Northern Africa where there are fewer scientists available to analyze the data.

In a paper published in PLOS Computational Biology in May, computational neuroscientists in the United Kingdom and Australia found that when neural networks using an algorithm for sparse coding called Products of Experts, invented by Hinton in 2002, are exposed to the same abnormal visual data as live cats (for example, the cats and neural networks both see only striped images), their neurons develop almost exactly the same abnormalities.

So, if a pharmaceutical company creates an Alzheimer's drug to target memory based on research into one type of memory — the part of the brain responsible for finding missing objects, for example — but doesn't also have data on the type of memory that helps individuals remember the important people, places and things in their life, it runs the risk of producing a product that helps a person remember where they put the car keys, but not how they met their spouse.

They looked at the data from their trauma registries and found, for example, that soldiers were arriving in the wards without their Kevlar on.

McManus uses Lustre as an example of a high - performance shared file - system as it has been used in supercomputing for years and is designed to provide high bandwidth for large data sets such as those found in genomics.

Another example of the importance of citizen science data can be found in a study recently published in the journal Biological Conservation, which documents severe declines in monarch overwintering populations in California.

For example, Muller and colleagues surveyed 32 studies and found that the use of low - pass filtering of fMRI data more often produced results inconsistent with the general under - connectivity theory (Muller et al., 2011).

Examples of science projects enabled by the data in the High - Latitude Survey include: mapping the formation of cosmic structure in the first billion years after the Big Bang via the detection and characterization of over 10,000 galaxies at z > 8; finding over 2,000 QSOs at z > 7; quantifying the distribution of dark matter on intermediate and large scales through lensing in clusters and in the field; identifying the most extreme star - forming galaxies and shock - dominated systems at 1 < z < 2; carrying out a complete census of star - forming galaxies and the faint end of the QSO luminosity function at z ~ 2, including their contribution to the ionizing radiation; and determining the kinematics of stellar streams in the Local Group through proper motions.

Previously discussed in a November 24, 2011 pre-print, the astronomers «surveyed a carefully chosen sample of 102 red dwarf stars in the southern skies over a six - year period» and found a «total of nine super-Earths (planets with masses between one and ten times that of Earth),» of which two orbiting within the habitable zones of Gliese 581 and Gliese 667 C. By combining all the radial - velocity data of red dwarf stars (including those without undetected planets) and examining the fraction of confirmed planets that was found, the astronomers were able to estimate the probable distribution of different types of planets around red dwarfs: for example, only 12 percent of such stars within 30 light - years may have giant planets with masses between 100 and 1,000 times that of the Earth (ESO news release; Bonfils et al, 2011; and Delfosse et al, 2011).

For example, a close look at the data from one study finds that only 42 percent of the patients with type 1 diabetes had an elevated serum zonulin level (defined as 2 standard deviations above the control group mean)(13).

For example, statins are advertised to reduce risk by 33 % but if you look at the package insert of any of them and look at the data upon which that number is based you will find that the absolute risk reduction is just 1 % over 3 years (i.e. in the treated group of people at high risk for vascular diasease only 2 out of 100 had an event while in the placebo group 3 out of a 100 had).

Neither HFCS nor diabetes was measured at an individual level, so we can not assume that the link reported at the country level would be found if the study used individual level data — for example, examining individual diet and diabetes diagnosis.

The data showed that among Hope's 5th graders, for example, 88 percent appeared to understand how to find the area and perimeter of rectangles and triangles, but only 26 percent could do the same with circles.

Students look at examples of data and are guided through finding the slope and intercept using various strategies.

GCSE ---------------------- Circle Theorems animated PowerPoint - GCSE The seven circle theorems with animated diagrams Tangent Two tangents Angles at the centre and circumference Angles in a semi-circle Angles in the same segment Cyclic quadrilateral Alternate segment Also includes 2 revision slides on parts of the circle GCSE -------------------- Upper and Lower Bounds - animated PowerPoint - GCSE Explanation of how to find Lower Bounds Explanation of how to find Upper Bounds Examples when the data is discrete Examples when the data is continuous Example questions on finding Maximum and Minimum values GCSE ------------------ Direct and Inverse Proportion - animated PowerPoint - GCSE Explanation of Direct and Inverse Proportion including examples Stepped instructions for solving questions involving Direct and Inverse Proportion GCSE -------------------- The Sine and Cosine Rules - animated PowerPoint - GCSE The Sine rule two sides and a not included angle two angles and any side The Cosine rule two sides and the included angle all three sides only GCSE -------------------- Probability Tree Diagrams Animated PowerPoint - Independent and Dependent events GCSE Probability Tree Diagrams Animated PowerPoint Independent events Dependent events Worksheet included - pdf GCSE -------------------- Simplifying Surds Animated PowerPoint (GCSE) GCSE surds animated PowerPoint Simplifying surds What isExamples when the data is discrete Examples when the data is continuous Example questions on finding Maximum and Minimum values GCSE ------------------ Direct and Inverse Proportion - animated PowerPoint - GCSE Explanation of Direct and Inverse Proportion including examples Stepped instructions for solving questions involving Direct and Inverse Proportion GCSE -------------------- The Sine and Cosine Rules - animated PowerPoint - GCSE The Sine rule two sides and a not included angle two angles and any side The Cosine rule two sides and the included angle all three sides only GCSE -------------------- Probability Tree Diagrams Animated PowerPoint - Independent and Dependent events GCSE Probability Tree Diagrams Animated PowerPoint Independent events Dependent events Worksheet included - pdf GCSE -------------------- Simplifying Surds Animated PowerPoint (GCSE) GCSE surds animated PowerPoint Simplifying surds What isExamples when the data is continuous Example questions on finding Maximum and Minimum values GCSE ------------------ Direct and Inverse Proportion - animated PowerPoint - GCSE Explanation of Direct and Inverse Proportion including examples Stepped instructions for solving questions involving Direct and Inverse Proportion GCSE -------------------- The Sine and Cosine Rules - animated PowerPoint - GCSE The Sine rule two sides and a not included angle two angles and any side The Cosine rule two sides and the included angle all three sides only GCSE -------------------- Probability Tree Diagrams Animated PowerPoint - Independent and Dependent events GCSE Probability Tree Diagrams Animated PowerPoint Independent events Dependent events Worksheet included - pdf GCSE -------------------- Simplifying Surds Animated PowerPoint (GCSE) GCSE surds animated PowerPoint Simplifying surds What isexamples Stepped instructions for solving questions involving Direct and Inverse Proportion GCSE -------------------- The Sine and Cosine Rules - animated PowerPoint - GCSE The Sine rule two sides and a not included angle two angles and any side The Cosine rule two sides and the included angle all three sides only GCSE -------------------- Probability Tree Diagrams Animated PowerPoint - Independent and Dependent events GCSE Probability Tree Diagrams Animated PowerPoint Independent events Dependent events Worksheet included - pdf GCSE -------------------- Simplifying Surds Animated PowerPoint (GCSE) GCSE surds animated PowerPoint Simplifying surds What is a surd?

Pages of Download Grade 2 Practice Sheets: 1 - Cover 2 - For the Teacher 3 - 6 - Measurement Length 7 - 11 - Measurement Height 12 - 15 - Place Value 16 - 20 - Ordinal Numbers 21 - 25 - Smallest / Largest Number in a set of numbers 26 - 29 - Greater than 30 - 33 - Less than 34 - 36 - Greater than / Less than 37 - 39 - Add or subtract write the sign in the blank 40 - 45 - Adding using place value (example: 4 + 13 + 5) 46 - 51 - Adding with words - Example - what is 150 more than 200 52 - 55 - Skip Counting 56 - 59 - Skip Counting - Missing Numbers on a Number line 60 - 65 - Reading Graphs 65 - 71 - Solving Word Problems 72 - 76 - Time 77 - 83 - Coin Identification and Coin counting 84 - 88 - Counting Dollars and coins 89 - 92 - Geometry 93 - 96 - Fractions 97 - 115 - Answer Keys 116 - 118 - Terms of Use and Credits Pages of Download Grade 3 Practice Sheets: 1 - Cover 2 - For the Teacher 3 - 6 - Measurement Length 7 - 11 - Measurement Height 12 - 19 - Place Value 20 - 24 - Find the smallest / largest number from a set of numbers 25 - 28 - Number Words 29 - 32 - Skip Counting - complete the sequence 33 - 37 - Counting dollars and coins 38 - 48 - Reading thermometers - temperature 49 - 53 - Reading graphs 54 - 57 - Reading Calendars 58 - 62 - Numerators and Denominators 63 - 67 - Fraction Circles 68 - 72 - Fractions of a solid 73 - 78 - Word Problems 79 - 83 - Data Tables 84 - 88 - Multi-Step Word Problems 89 - 92 - Rounding to the nearest ten 93 - 96 - Rounding to the nearest hundred 97 - 100 - Rounding word problems 101 - 103 - Probability 104 - 107 - Geometry - identifying shapes 108 - 110 - Height of a triangle 111 - 113 - Angles identifying right, acute, and obtuse 114 - 117 - Symmetry and Angles 118 - 121 - Perimeter 122 - 125 - Area 126 - 129 - Elapsed Time 130 - 155 - Answer Keys 156 - 158 - Credits and Terms of Use Pages of Download Grade 4 practice sheets: 1 - Cover 2 - For the Teacher 3 - 6 - Measurement Length 7 - 11 - Patterns 12 - 15 - Parallel and Perpendicular Lines 16 - 26 - Reading Temperature 27 - 31 - Reading Graphs 32 - 36 - Coordinate Graphs 37 - 41 - Skip Counting - complete the sequence 42 - 46 - Place Value 47 - 50 - Number Words 51 - 55 - Powers of 10 56 - 60 - Adding using Place Value 61 - 70 - Fractions 71 - 75 - Fraction Word Problems 76 - 80 - Convert Fractions to Decimals 81 - 85 - Convert Decimals to Fractions 86 - 90 - Height of a figure 91 - 95 - Missing Number in an equation 96 - 100 - Balancing Equations 101 - 105 - Data Tables - ordering numbers 106 - 110 - Data Table Addition 111 - 115 - Data Table Time 116 - 120 - Data Table Subtraction 121 - 125 - Estimation Word Problems 126 - 130 - Ratio Word Problems 131 - 134 - Probability 135 - 140 - Spinner Probability 141 - 145 - Arrays 146 - 173 - Answer Keys 174 - 177 - Credits and Terms of Use Pages of Download Grade 5 Sheets: 1 - Cover 2 - For the Teacher 3 - 7 - Units of Measure 8 - 12 - Reading Graphs 13 - 17 - Number Words 18 - 22 - Place Value 23 - 27 - Decimal Place Value 28 - 32 - Rounding Numbers 33 - 37 - Complete the sequence, skip counting 38 - 42 - Solving Equations 43 - 47 - Variable Equations 48 - 52 - Simplify Expressions 53 - 57 - Finding the Mean 58 - 62 - Mean, Median, Mode 63 - 67 - Greatest Common Factor 68 - 72 - Fractions 73 - 77 - Comparing a set of Fractions 78 - 83 - Comparing Multiple Fractions 84 - 93 - Fraction Word Problems 94 - 98 - Estimating / Estimation Word Problems 99 - 103 - Possible Outcome Problems 104 - 108 - Distance Word Problems 109 - 113 - Division Word Problems 114 - 118 - Ratio Word Problems 119 - 124 - Coordinate Graphs 125 - 130 - Perimeter 131 - 135 - Area 136 - 145 Elapsed Time Clocks and Watches 146 - 171 - Answer Keys 172 - 175 - Credits and Termsexample: 4 + 13 + 5) 46 - 51 - Adding with words - Example - what is 150 more than 200 52 - 55 - Skip Counting 56 - 59 - Skip Counting - Missing Numbers on a Number line 60 - 65 - Reading Graphs 65 - 71 - Solving Word Problems 72 - 76 - Time 77 - 83 - Coin Identification and Coin counting 84 - 88 - Counting Dollars and coins 89 - 92 - Geometry 93 - 96 - Fractions 97 - 115 - Answer Keys 116 - 118 - Terms of Use and Credits Pages of Download Grade 3 Practice Sheets: 1 - Cover 2 - For the Teacher 3 - 6 - Measurement Length 7 - 11 - Measurement Height 12 - 19 - Place Value 20 - 24 - Find the smallest / largest number from a set of numbers 25 - 28 - Number Words 29 - 32 - Skip Counting - complete the sequence 33 - 37 - Counting dollars and coins 38 - 48 - Reading thermometers - temperature 49 - 53 - Reading graphs 54 - 57 - Reading Calendars 58 - 62 - Numerators and Denominators 63 - 67 - Fraction Circles 68 - 72 - Fractions of a solid 73 - 78 - Word Problems 79 - 83 - Data Tables 84 - 88 - Multi-Step Word Problems 89 - 92 - Rounding to the nearest ten 93 - 96 - Rounding to the nearest hundred 97 - 100 - Rounding word problems 101 - 103 - Probability 104 - 107 - Geometry - identifying shapes 108 - 110 - Height of a triangle 111 - 113 - Angles identifying right, acute, and obtuse 114 - 117 - Symmetry and Angles 118 - 121 - Perimeter 122 - 125 - Area 126 - 129 - Elapsed Time 130 - 155 - Answer Keys 156 - 158 - Credits and Terms of Use Pages of Download Grade 4 practice sheets: 1 - Cover 2 - For the Teacher 3 - 6 - Measurement Length 7 - 11 - Patterns 12 - 15 - Parallel and Perpendicular Lines 16 - 26 - Reading Temperature 27 - 31 - Reading Graphs 32 - 36 - Coordinate Graphs 37 - 41 - Skip Counting - complete the sequence 42 - 46 - Place Value 47 - 50 - Number Words 51 - 55 - Powers of 10 56 - 60 - Adding using Place Value 61 - 70 - Fractions 71 - 75 - Fraction Word Problems 76 - 80 - Convert Fractions to Decimals 81 - 85 - Convert Decimals to Fractions 86 - 90 - Height of a figure 91 - 95 - Missing Number in an equation 96 - 100 - Balancing Equations 101 - 105 - Data Tables - ordering numbers 106 - 110 - Data Table Addition 111 - 115 - Data Table Time 116 - 120 - Data Table Subtraction 121 - 125 - Estimation Word Problems 126 - 130 - Ratio Word Problems 131 - 134 - Probability 135 - 140 - Spinner Probability 141 - 145 - Arrays 146 - 173 - Answer Keys 174 - 177 - Credits and Terms of Use Pages of Download Grade 5 Sheets: 1 - Cover 2 - For the Teacher 3 - 7 - Units of Measure 8 - 12 - Reading Graphs 13 - 17 - Number Words 18 - 22 - Place Value 23 - 27 - Decimal Place Value 28 - 32 - Rounding Numbers 33 - 37 - Complete the sequence, skip counting 38 - 42 - Solving Equations 43 - 47 - Variable Equations 48 - 52 - Simplify Expressions 53 - 57 - Finding the Mean 58 - 62 - Mean, Median, Mode 63 - 67 - Greatest Common Factor 68 - 72 - Fractions 73 - 77 - Comparing a set of Fractions 78 - 83 - Comparing Multiple Fractions 84 - 93 - Fraction Word Problems 94 - 98 - Estimating / Estimation Word Problems 99 - 103 - Possible Outcome Problems 104 - 108 - Distance Word Problems 109 - 113 - Division Word Problems 114 - 118 - Ratio Word Problems 119 - 124 - Coordinate Graphs 125 - 130 - Perimeter 131 - 135 - Area 136 - 145 Elapsed Time Clocks and Watches 146 - 171 - Answer Keys 172 - 175 - Credits and TermsExample - what is 150 more than 200 52 - 55 - Skip Counting 56 - 59 - Skip Counting - Missing Numbers on a Number line 60 - 65 - Reading Graphs 65 - 71 - Solving Word Problems 72 - 76 - Time 77 - 83 - Coin Identification and Coin counting 84 - 88 - Counting Dollars and coins 89 - 92 - Geometry 93 - 96 - Fractions 97 - 115 - Answer Keys 116 - 118 - Terms of Use and Credits Pages of Download Grade 3 Practice Sheets: 1 - Cover 2 - For the Teacher 3 - 6 - Measurement Length 7 - 11 - Measurement Height 12 - 19 - Place Value 20 - 24 - Find the smallest / largest number from a set of numbers 25 - 28 - Number Words 29 - 32 - Skip Counting - complete the sequence 33 - 37 - Counting dollars and coins 38 - 48 - Reading thermometers - temperature 49 - 53 - Reading graphs 54 - 57 - Reading Calendars 58 - 62 - Numerators and Denominators 63 - 67 - Fraction Circles 68 - 72 - Fractions of a solid 73 - 78 - Word Problems 79 - 83 - Data Tables 84 - 88 - Multi-Step Word Problems 89 - 92 - Rounding to the nearest ten 93 - 96 - Rounding to the nearest hundred 97 - 100 - Rounding word problems 101 - 103 - Probability 104 - 107 - Geometry - identifying shapes 108 - 110 - Height of a triangle 111 - 113 - Angles identifying right, acute, and obtuse 114 - 117 - Symmetry and Angles 118 - 121 - Perimeter 122 - 125 - Area 126 - 129 - Elapsed Time 130 - 155 - Answer Keys 156 - 158 - Credits and Terms of Use Pages of Download Grade 4 practice sheets: 1 - Cover 2 - For the Teacher 3 - 6 - Measurement Length 7 - 11 - Patterns 12 - 15 - Parallel and Perpendicular Lines 16 - 26 - Reading Temperature 27 - 31 - Reading Graphs 32 - 36 - Coordinate Graphs 37 - 41 - Skip Counting - complete the sequence 42 - 46 - Place Value 47 - 50 - Number Words 51 - 55 - Powers of 10 56 - 60 - Adding using Place Value 61 - 70 - Fractions 71 - 75 - Fraction Word Problems 76 - 80 - Convert Fractions to Decimals 81 - 85 - Convert Decimals to Fractions 86 - 90 - Height of a figure 91 - 95 - Missing Number in an equation 96 - 100 - Balancing Equations 101 - 105 - Data Tables - ordering numbers 106 - 110 - Data Table Addition 111 - 115 - Data Table Time 116 - 120 - Data Table Subtraction 121 - 125 - Estimation Word Problems 126 - 130 - Ratio Word Problems 131 - 134 - Probability 135 - 140 - Spinner Probability 141 - 145 - Arrays 146 - 173 - Answer Keys 174 - 177 - Credits and Terms of Use Pages of Download Grade 5 Sheets: 1 - Cover 2 - For the Teacher 3 - 7 - Units of Measure 8 - 12 - Reading Graphs 13 - 17 - Number Words 18 - 22 - Place Value 23 - 27 - Decimal Place Value 28 - 32 - Rounding Numbers 33 - 37 - Complete the sequence, skip counting 38 - 42 - Solving Equations 43 - 47 - Variable Equations 48 - 52 - Simplify Expressions 53 - 57 - Finding the Mean 58 - 62 - Mean, Median, Mode 63 - 67 - Greatest Common Factor 68 - 72 - Fractions 73 - 77 - Comparing a set of Fractions 78 - 83 - Comparing Multiple Fractions 84 - 93 - Fraction Word Problems 94 - 98 - Estimating / Estimation Word Problems 99 - 103 - Possible Outcome Problems 104 - 108 - Distance Word Problems 109 - 113 - Division Word Problems 114 - 118 - Ratio Word Problems 119 - 124 - Coordinate Graphs 125 - 130 - Perimeter 131 - 135 - Area 136 - 145 Elapsed Time Clocks and Watches 146 - 171 - Answer Keys 172 - 175 - Credits and Terms of Use

Statistics, Part 12ExamFear Video Presentation: In this video we take a look at an example of finding the mean, median and mode of grouped data.

Finally, we find no evidence that our results reflect teacher turnover from school to school or from grade to grade that causes them not to appear in our data in later years (for example, by moving to a nontested grade or leaving the Cincinnati Public Schools).

The anecdotal findings mirrored the more quantitative data with actual examples.

By searching on the Information Commissioner's Office's website, it is not difficult to find examples from all industry sectors where organisations have failed to comply with the Data Protection Act.

Critical examination of online resources: Assessing the credibility and usefulness of information found online and in the media, for example, evaluating accuracy of source data, bias and relevance to learning goals; learning to think about and check for personal biases and everyone's tendency to confirmation bias; and varying search terms to find alternative perspectives.

The link is in the notebook, and below: https://www.youtube.com/watch?v=EQ1HKCYJM5U Get the pupils to find their total rating over all 7 clips, and use the data to complete the Rating overall cumulative frequency table and graph as an example.

For example, in the eighth - grade data from the US National Assessment of Educational Progress [NAEP] show that students continue to struggle on very straightforward algebra problems: Only 59 % of 8th graders were able to find an equation that is equivalent to n + 18 = 23, and only 31 % of 8th graders were able to find an equation of a line that passes through a given point and with a negative slope (National Assessment of Educational Progress, Question Tool, 2011).

If we keep in mind the fundamental limitations of data — for example, that test scores are at best an approximation of learning and that context and implementation do matter — we are much more likely to discern reliable findings.

In past years, teachers could find data about one student at a time, or just one year's worth of test data, for example.

In California, for example, a recent study linking child welfare and education data found a previously «invisible achievement gap» between children in foster care and other students, including students with low socioeconomic status, English language learners, and students with disabilities.

A 2014 report by the Annenberg Institute for School Reform, Public Accountability for Charter Schools: Standards and Policy Recommendations for Effective Oversight, pulls together both examples and data, finding that poor oversight limits academic...

For example, the student questionnaire on the National Assessment of Educational Progress, or NAEP, will gather information on students» social - emotional skills in 2017.51 Researchers intend to use these data to analyze the relationship between SEL and academic achievement on the NAEP exam.52 Districts and schools may find this information particularly useful to inform local interventions and improve student performance and behavior.