.pf{position:relative;background-color:#fff;overflow:hidden;margin:0;border:0}.pc{position:absolute;border:0;padding:0;margin:0;top:0;left:0;width:100%;height:100%;overflow:hidden;display:block;transform-origin:0 0;-ms-transform-origin:0 0;-webkit-transform-origin:0 0}.bi{position:absolute;border:0;margin:0}.t{position:absolute;white-space:pre;font-size:1px;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%;unicode-bidi:bidi-override;-moz-font-feature-settings:"liga" 0}.t:after{content:''}.t:before{content:'';display:inline-block}.t span{position:relative;unicode-bidi:bidi-override}._{display:inline-block;color:transparent;z-index:-1}.pi{display:none}@media screen{.pf{margin:13px auto;box-shadow:1px 1px 3px 1px #333;border-collapse:separate}}@font-face{font-family:ff1;src:url(data:application/font-woff;base64,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) format("woff")}.ff1{font-family:ff1;line-height:.906000;font-style:normal;font-weight:400;visibility:visible}.ff2{font-family:ff2;line-height:.941406;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff3;src:url(data:application/font-woff;base64,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) format("woff")}.ff3{font-family:ff3;line-height:.888;font-style:normal;font-weight:400;visibility:visible}.m0{transform:matrix(.320260,0,0,.320260,0,0);-ms-transform:matrix(.320260,0,0,.320260,0,0);-webkit-transform:matrix(.320260,0,0,.320260,0,0)}.ls0{letter-spacing:0}.sc0{text-shadow:-.015em 0 transparent,0 .015em transparent,.015em 0 transparent,0 -.015em transparent}@media screen and (-webkit-min-device-pixel-ratio:0){.sc0{-webkit-text-stroke:.015em transparent;text-shadow:none}}.ws0{word-spacing:0}._0{margin-left:-1.34668px}.fc1{color:#00b050}.fc0{color:#000}.fs0{font-size:40.32px}.fs3{font-size:44.16px}.fs1{font-size:112.32px}.fs2{font-size:192.096000px}.y0{bottom:30.744998px}.y16{bottom:124.578858px}.y15{bottom:140.876141px}.y14{bottom:157.170862px}.y13{bottom:173.158388px}.y12{bottom:195.909815px}.y11{bottom:240.515554px}.y10{bottom:285.095800px}.yf{bottom:329.714606px}.ye{bottom:374.294853px}.yd{bottom:418.875099px}.yc{bottom:463.480838px}.yb{bottom:508.061085px}.ya{bottom:552.666824px}.y9{bottom:600.936598px}.y8{bottom:671.688652px}.y7{bottom:738.712619px}.y6{bottom:783.318358px}.y5{bottom:827.898604px}.y4{bottom:872.51741px}.y3{bottom:917.097657px}.y1{bottom:967.237623px}.h2{height:27.740160px}.h5{height:30.382080px}.h3{height:81.717187px}.h4{height:131.201568px}.h1{height:953.094925px}.h0{height:1014.58492px}.w1{width:722.507443px}.w0{width:783.997438px}.x0{left:30.744998px}.x1{left:85.809288px}.x4{left:167.009389px}.x6{left:191.605643px}.x7{left:275.257657px}.x3{left:302.96633px}.x5{left:312.497279px}.x8{left:356.770332px}.x2{left:392.767344px}

NR.210.643 : NR210643 COMPLEX CHRONIC ILLNESS COMPLETED EXAM WITH RATIONALES 2024

United States

COMPLEX CHRONIC ILLNESS

Healthcare Management

Johns Hopkins University

English Business Writing for Undergraduates III

Organic Chemistry I

Elements of Macroeconomics

Topics In Pharmacology

Advanced Topics In Human Genetics

Professionalism For Nursing In Health Care

Foundations Of Nursing Practice

Health Assessment I

Pathophysiology I

Food, Culture, And Nutrition

Introductory Chemistry Ii

Organic Chemistry Ii

Pediatric Acute Care Ii

Organizational And Systems Leadership For Quality Care

Art Appreciation

Introduction to Astronomy

Introduction to Communication

Creative Writing

Human Growth and Development

Principles of Economics

Film Appreciation

Introduction to Geology

Introduction to Literature

Advanced Algebra

Algebra

General Education Mathematics

Nutritional Principles in Nursing

Introduction to Professional Nursing

Dimensions of Nursing Practice

Human Growth and Development Across the Lifespan

Calculus II

Integrated Clinical Management

Common Acute Illness

Common Chronic Illness

Gerontology

CARE OF COMPLEX PATIENTS

ADULT GERONTOLOGY

COMMON HEALTH PROBLEMS

ACUTE AND CHRONIC HEALTH PROBLEMS

COMPLEX HEALTH PROBLEMS

ADVANCED PRACTICE MANAGEMENT

ACUTE CARE

BIOCHEMISTRY

All Subjects

Accounting

Mathematics

Statistics

Computer Science

Calculus

Psychology

Management

Biology

Physics

Chemistry

Electrical Engineering

Mechanical Engineering

Marketing

Music

History

Project Management

Business

Architecture

Geography

Science

Nursing

Information Technology

Engineering

English

Finance

Philosophy

Astronomy

Communications

Sociology

Anthropology

Prealgebra

Precalculus

Ethics

Geometry

Probability

Economics

NR.210.643 : NR210643 COMPLEX CHRONIC ILLNESS COMPLETED EXAM WITH RATIONALES 2024

Get access