PASS scores

Mar 26, 2019

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PASS scores. Dr. Vashti K. Washington – Superintendent Dr. Arthur Lee Holmes – Chief of Academics and Human Resources Joyce Gerald – Director of Federal Programs. HES. RES. HMHS. RMS.

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arthur lee holmes
superintendent dr
vashti k

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PASS scores

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PASS scores Dr. Vashti K. Washington – Superintendent Dr. Arthur Lee Holmes – Chief of Academics and Human Resources Joyce Gerald – Director of Federal Programs
HES
RES
HMHS
RMS

Standard Scores

Standard Scores. Standard scores, or “z-scores” measure the relation between each score and its distribution. Equation of z-score of X i. Example:. Suppose the Mean is 100 and the Standard Deviation is 15: (a) Suppose X i = 70, find z-score (b) Suppose X i = 115,

252 views • 8 slides

Standardized Scores (Z-Scores)

Standardized Scores (Z-Scores). By: David Ruff. Z-Score Defined. The number of standard deviations a raw score (individual score) deviates from the mean. X - X s x where : Z x = standardized score for a value of X = number of standard deviations a raw score (X-score)

640 views • 14 slides

Credit Scores

Credit Scores. Money Management II. What We’re Covering Today. What is a credit score/rating? What is a FICO score? Why do I have more than one credit score/rating? Why is my credit score important? How can I improve my score?. What is a Credit Score/Rating?.

355 views • 11 slides

Standard Scores

Standard Scores. Comparisons across normal distributions Z -Scores. Overview. Plan for the night Z-scores Definition Calculation Use Graphing Data/Distributions Frequencies/Percentages Charts/Graphs. Last time…. Last week we covered Measures of Central Tendency Mean, Mode, Median

674 views • 41 slides

MMS SCORES

MMS SCORES. Parent Night February 18, 2014. Agenda for the Night. “Rome wasn’t built in a day” Celebrating our kids’ uniqueness Accountability Social thinking in situations Q & A. Tip: Use “First __, then ___”. “Rome wasn’t built in a day”.

265 views • 13 slides

z-Scores

z-Scores. What is a z-Score? How Are z-Scores Useful? Distributions of z-Scores Standard Normal Curve. What is a z-Score?. A z-score is a standard score that measures distance from the mean in units of standard deviations. A standard score allows comparison of scores across distributions.

595 views • 9 slides

Propensity Scores

Propensity Scores. October 2012 Alexander M. Walker MD, DrPH Extensive parts of this presentation incorporate the work of John D. Seeger, PharmD , DrPH. “In mathematics, you don't understand things. You just get used to them.” - John von Neumann 1903-1957 . Research Goal.

781 views • 60 slides

Average Quality Scores Scores Overview

Average Quality Scores Scores Overview. D01- 2 Total Sequences 55,477,390 Sequence length 100 %GC 45%. D01- 1 Total Sequences 55477390 Sequence length 100 %GC 45%. Average GC and Duplications Overview. D01- 2 Total Sequences 55,477,390 Sequence length 100 %GC 45%.

240 views • 10 slides

z-scores

z-scores. Chapter 5. Social comparison. Upward social comparison: you’ve done worse than others in class  look up at them  feel badly about yourself Downward social comparison: you’ve done better than others in class  look down at them  feel better about yourself.

263 views • 10 slides

Z scores

Z scores. MM3D3. Recall: Empirical Rule. 68% of the data is within one standard deviation of the mean 95% of the data is within two standard deviations of the mean 99.7% of the data is within three standard deviations of the mean. 99.7%. 95%. 68%. Example.

382 views • 18 slides

Z-Scores

Z-Scores. Z-Score: It is a measure of a the position specific value in a data set relative to mean in terms of the standard deviation units. It is sometimes called the Standard Score. Value of 92 is 1.45 standard deviation units above the mean.

814 views • 13 slides

SAT Scores

SAT Scores.

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SNP Scores

SNP Scores. Overall Score. Coverage Score * 4 optional scores Read Balance Score = 1 if reads are balanced in each direction Allele Balance Score = 1 if SNP count is balanced in relation to the read count in each direction Homopolymer Score

322 views • 20 slides

Standard Scores

Standard Scores. Comparing scores across (normal) distributions – “z-scores”. 1. Assessing the relative position of a single score. Move from describing a distribution to looking at how a single score fits into the group Raw Score: a single individual value i.e. 36 in exam scores

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Pass Requirements and AP scores

Pass Requirements and AP scores. 2013. Grade 10 to 12 Pass requirements. English 40% 40% for two of any remaining subjects 30% for three of the remaining subjects A learner can thus fail one subject. This subject may not be English. Requirements for Higher Education. Higher Certificate

199 views • 10 slides

Credit Scores

Credit Scores. Use in Insurance in Iowa. Ramona C. Lee Iowa Insurance Division 5/30/2009 10:00 a.m. “Insurance Score”. bankruptcy No 0 Yes 5 …….5 # of credit cards 0-2 3 3-4 0 …….0 5 or more 5 tickets none except 0 speeding** 4 …….4

288 views • 15 slides

scores

152 views • 4 slides

Boosting scores

Boosting scores. Boosting scores. Case description. Assignment. Students ’ grades for English in form 5 A are low compared to those of the year before and to those of students in similar contexts ( general education , rural area , etc.).

178 views • 2 slides

Z-SCORES (STANDARD SCORES)

Z-SCORES (STANDARD SCORES). We can use the SD (s) to classify people on any measured variable. Why might you ever use this in real life? Diagnosis of a mental disorder Selecting the best person for the job Figuring out which children may need special assistance in school. EXAMPLE FROM I/O.

395 views • 16 slides

Raw Scores

Raw Scores. Un-Grouped Frequency Distribution. Grouped Frequency Distribution. Percentile and Percentile Rank. Percentile ( P X ) or Percentile Point The value on the measurement scale (at or) below which a specified percentage of the scores in the distribution fall.

318 views • 19 slides

Z scores

Z scores. MA2D3. Recall: Empirical Rule. 68% of the data is within one standard deviation of the mean 95% of the data is within two standard deviations of the mean 99.7% of the data is within three standard deviations of the mean. 99.7%. 95%. 68%. Example.

312 views • 18 slides

Z-scores

Z-scores. Standard Scores . Different normal distributions vary based on the mean µ and the standard deviation ơ . The mean may be located anywhere on the x-axis. The bell-shape may be wide or narrow, depending on the value of the standard deviation ơ .

280 views • 7 slides

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