- Type
- Crossword Puzzle

The highest point on a graph, especially over a specified domain. It is the greatest value of f(x) over a defined interval of x, provided y=f(x). ( f'(x)=0 , f''(x)<0 ) Absolute maximum

The lowest point on a graph, especially over a specified domain. It is the least value of f(x) over a defined interval of x, provided y=f(x). (f'(x)=0 , f''(x)>0 ) Absolute Minimum

A line (or curve) that a function approaches without actually reaching the line as the domain either grows unbounded or approaches a limit. Asymptote

when the sum of their expanded terms reaches a boundary or limit. convergence

Let f be defined at c. If f'(c)=0 or if f' is undefined at c, what is c? critical point

A function f has this at (c,f(c)). if f''(c)=0 or f''(c) does not exist and if f'' changes sign from positive to negative or negative to positive at x=c or if f'(x) changes from increasing to decreasing or decreasing to increasing at x=c inflection point

If an object moves along a straight line with position function s(t), then its this is v(t)=s'(t) velocity

If an object moves along a straight line with position function s(t), then its this is |v(t)| speed

If an object moves along a straight line with position function s(t), then its this is a(t)=v'(t)=s''(t) acceleration

s= ∫ sqrt(1+[f'(x)]^2) dx on the bounds of a to b. What is this formula for? arc length

If f is continuous on [a,b] and differentiable on (a,b), then there exists a number c on (a,b) such that f'(c)=(f(b)-f(a))/(b-a) Mean value theorem

If f is continuous on [a,b] and k is any number between f(a) and f(b), then there is at least one number c between a and b such that f(c)=k Intermediate value theorem

In a rational funcion, the graph appears to approach thee horizontal line y=c, as x approaching infinity or negative infinity. In this case, what is y=c? horizontal asymptote

In a rational function, this asymptote occurs when a factor remains in the denominator. vertical

In a rational function, this asymptote occurs when the power of x in the numerator is greater than the power of x in the denominator. slant

this of the function f(x) at x=a is defined as f'(a)= lim(h approaching to 0) (f(a+h)-f(a))/h derivative

The derivative using this rule is (d/dx)x^n=nx^(n-1) where n is any real number power rule

suppose that f and g are differentiable at x. then (d/dx)[f(x)g(x)]= f'(x)g(x)+f(x)g'(X). what is this rule's name? product rule

suppose that f and g are differentiable at x and g(x) is not equal to 0. Then (d/dx)[f(x)/g(x)]= (f'(x)g(x)-f(x)g'(x))/(g(x))^2. What's this rule's name? quotient rule

When f(x)>=g(x) on the interval [a,b], then the ? between these two curves in the given interval is ∫ [f(x)-g(x)]dx (bounded a to b) area

When V= ∫ pi[(outer radius)^2-(inner radius)^2]dx (bounded a to b) What method is this? Washer

S= 2pi∫ f(x){sqrt(1+[f'(x)]^2)} dx on the bounds of a to b. What is this formula for? surface area

A situation where population growth levels off and approaches a limiting number M ( the carrying capacity) because of limited resources is called this. logistic growth

graphical approach, also called 'direction fields'. Pick several points (x,y) and sketch a tiny segment with slope as specified by dy/dx. It shows the general shape of all solutions. slope fields

Numerical approximation to the solution to a differential equation. Arithmetic way of following the lines in a slope field. Use the point slope form to find an approximation value. Given an initial value, and an indicated step size, along with the DE, we can solve for the solution. What method is this? Euler's method

the process of finding the greatest or least value of a function for some constraint, which must be true regardless of the solution. This finds the most suitable value for a function within a given domain. Optimization

If the limit does not exist, we say that the improper integral ____. diverge

This coordinate system is a two-dimensional system where each point is represented as a distance r from the origin (sometimes called the pole) and an angle θ from the positive horizontal axis. polar

This series diverges if |r|>=1. If |r|<1, the series converges to the sum S=a/(1-r). _____ series. geometric

This series is a series whose terms are alternately positive and negative. ____ series. alternating

- Type
- Bingo Cards

@

abd

ac

ad lib

am

AMA

AOX3

ASA

asap

bid

BM

B/P

bpm

BR

BRP

c

C&S

CBC

CCU

CHF

CPR

c/o

CXR

d/c

DC

DNR

DOA

DOB

Dx

EBL

ECG

EKG

ER

ETA

ETOH

FBS

FHT

ft

Fx

GI

GU

h&H

HOB

hr

H&P

Hx

HR

I&O

ICU

IM

IUD

IV

K+

L&D

LOC

LMP

meds

MOM

MVA

NaCl

neg

NG

NKDA

NPO

NS

OOB

OR

ortho

oz

p

P

PERRLA

pm

po

prn

pt

PT

q

qd

qh

qid

tid

qod

R

RBC

ROM

Rx

s

SIDS

SOB

SQ

stat

STD

tab

TB

TCDB

UA

UTI

vag

vo

v/s

WBC

WNL

y/o

wt

- Type
- Crossword Puzzle

AA Alcoholics Anonymous

CHI closed head injury

diagnostic related group DRG

hand over hand HOH

LTG longterm goal

oriented to time place person situation OX4

post traumatic stress disorder PTSD

pervasive developmental disorder PDD

SH social history

TBI traumatic brain injury

acquired immunodeficiency AIDS

Dx diagonosis

F Fair

mod moderate

prior to admission

2 degrees secondary

attention deficit hyperactivity disorder ADHD

cerebrovascular accident CVA

EEG electroencephalogram

well developed; well nourished WDWN

RN registered nurse

WNL within normal limits

w/c wheelchair

NDT neurodevelopment

resource utilization groups RUGS

asymmetrical tonic neck reflex ATNR

amt. amount

vol. volume

qt. quart

in. inches

- Type
- Crossword Puzzle

In exponential functions in the form of f(x)=ab^x, the a value represents the ______________ ______________. initialamount

In exponential functions in the form of f(x)=ab^x, the b value represents the _________. rate

______-_______ means that half of a sample of the substance will remain as the original element in time. halflife

________________ interest is an application of exponential functions. compound

The growth of something exponentially, such as population or interest, is referred to as exponential __________. growth

In exponential notation n^x, x is the ______________. exponent

Exponential and logarithmic functions are _______________ of one another. inverses

The decline of something exponentially, such as radioactive deterioration or a vehicle's value depreciating, is referred to as exponential ___________. decay

A function in the form of f(x)=ab^x. exponential

Logarithm to the base e is a _____________ _______. naturallog

The abbreviation used for the logarithmic function. log

A line that a graph approaches but does not touch or cross. asymptote

The ________ logarithm is the logarithm with base 10. common

In a function involving the expression bx where b is a positive number other than 1, b is the ________. base

____________ ________, e can be used in interest problems when the interest is compounded continuously. naturalbase

In exponential functions, the asymptote the graph approaches but never touches or crosses. horizontal

A logarithm could be read as "log base b of the ______________ (or answer) equals the exponent. argument

In logarithmic functions, the asymptote the graph approaches but never touches or crosses. vertical

Another term used to describe an exponent. power

Rules associated with logarithms that allow you to condense or expand a logarithm are log ______________. properties

- Type
- Bingo Cards

TWICE A DAY

BLOOD PRESSURE

BILATERAL OTITIS MEDIA

BIOPSY

CANCER

COMPLAINING OF

CHEST PAIN

CHEST X RAY

DISCHARGE OR DISCONTINUE

DIAGNOSIS

FRACTURE

FEVER OF UNKNOWN-ORIGIN

GASTROINTESTINAL

HEADACHE

HIGH BLOOD PRESSURE

HISTORY

INTRAMUSCULAR

NO ACTIVE DISEASE

NORMAL SINUS RHYTHM

AS NEEDED

UPPER RESPIRATORY INFECTION

PATIENT

EVERY HOUR/ DAILY

RULE/ OUT

SYMPTOMS/ SURGERY

SHORT OF BREATH

TRANSIENT ISCHEMIC ATTACK

TREATMENT

TUBERCULOSIS

ULTRA SOUND

URINARY TRACT INFECTION

WITHIN NORMAL LIMITS

BID

BP

BOM

BX

CA

C/O

CP

UTI

TB

CXR

DC

DX

FX

FUO

GI

HA

US

HBP

HX

IM

MRSA

NAD

NSR

PRN

URI

Pt.

QD

R/O

SX

SOB

TIA

WNL

TX

- Type
- Crossword Puzzle

Before meals Ac,a.c

Active range of motion Arom

As desired Ad lib

Activities of daily living ADLs

Automated external defibrillator AED

Above knee amputation AKA

Against medical advice AMA

Two times a day Bid

Below knee amputation BKA

Bowel movement BM

Blood pressure B/P,BP

Benign prostatic hypertrophy BPH

Beats per minute BPM

Bedrest BR

Bathroom privileges BRP

Bedside commode BSC

Coronary artery disease CAD

Complete blood count CBC

Continuous bladder irrigation CBI

Complete bedrest CBR

Clostridium difficile C-diff

Continuing education unit CEU

Congestive heart failure CHF

Clear liquid CL liq

Certified nursing assistant CNA

Complains of C/o

Chronic obstructive pulmonary disease COPD

Cerebrovascular accident,stroke CVA

Chest x-ray CXR

Diet as tolerated DAT

Do not resuscitate DNR

Date of birth DOB

Doctor Dr.

Deep vein thrombosis DVT

Electrocardiogram ECG,EKG

Emergency department ED

Fingerstick blood sugar FSBS

Full weight-bearing FWB

Fracture Fx

Health insurance portability and accountability act HIPPA

Head of bed HOB

Hard of hearing HOH

Hours of sleep HS/hs

Hypertension HTN

Incontinent Inc

Intake and output I&O

Left L

Left lower extremity LLE

Licensed practical nurse LPN

Long term care LTC

Long term care facility LTCF

Left upper quadrant LUQ

Medical doctor M.D.

Myocardial infraction MI

Milililiter ml

Millimeters of mercury mm Hg

Methicillin resistant staphylococcus aureus MRSA

Material safety data sheet MSDS

Not applicable N/A

No added salt NAS

No known allergies NKA

No know drug allergies NKDA

Nothing by mouth NPO

Nausea,vomiting,diarrhea NVD

Oxygen O2

Omnibus budget reconciliation act OBRA

Out of bed OOB

Overdose OD

Occupational safety and health administration OSHA

Occupational therapy/therapist OT

After meals Pc,p.c.

Pulmonary embolism PE

Protected health information PHI

By mouth PO

Personal protective equipment PPE

when necessary Prn

Passive range of motion PROM

Physical therapy/therapist PT

Peripheral vascular disease PVD

Every morning qam

Every day qd

Every hour qh,qhr

Every other day qod

Respiration Resp

Right lower extremity RLE

Registered nurse RN

Range of motion ROM

Respiratory rate RR

Skilled nursing facility SNF

Shortness of breath SOB

Immediately STAT

Tuberculosis TB

Three times a day tid

Temperature,pulse,respiration TPR

Urinalysis UA,u/a

Upper respiratory infection URI

Urinary tract infection UTI

Vital signs VS,vs

White blood count WBC

Wheelchair WC,w/c

- Type
- Crossword Puzzle

What's the abbreviation for morning? AM

What's the abbreviation for American Medical Association? AMA

What's the abbreviation for left ear? AS

What's the abbreviation for aspirin? ASA

What's the abbreviation for both ears? AU

What's the abbreviation for arteriovenous? AV

What's the abbreviation for bundle branch block? BBB

What's the abbreviation for twice a day? bid

What's the abbreviation for bowel movement? BM

What's the abbreviation for blood pressure? BP

- Type
- Crossword Puzzle

aa of each

ac, AC before meals

Achs before meals and at bedtime

AD right ear

ad lib freely

Al(OH)3 aluminum hydroxide

amp ampule

am, AM morning

amt amount

apap, APAP acetaminophen

AQ aqueous

AS left ear

ASA aspirin

ASAP as soon as possible

atc, ATC around the clock

AU both ears

bid, BID twice a day

BM bowel movement

B & O belladonna and opium

BP blood pressure

BS blood sugar

c with

Ca calcium

cap capsule

cc cubic centimeter

Cl Chloride

DAW dispensed as written

DC discontinued

dec, decr decrease

disp dispense

dtd give of such doses

dx diagnosis

Elix elixir

Fe ferrous

Fe Gluc Ferrous Gluconate

FeSO4 ferrous Sulfate

fl dr fluid dram

- Type
- Crossword Puzzle

a function that can be written in the form f(x)=ax^2+bx+c, where a,b & c are real numbers QuadraticFunction

a plane curve formed by the intersection of a right circular cone Parabola

a line that divides a figure in half Axisofsymmetry

the original function before a transformation is applied ParentFunction

the point of intersection of lines Vertex

the solution to a quadratic equation Roots

b^2-4ac Discriminant

the lowest point of a parabola MinimumValue

highest point of a parabola MaximumValue

a square of a whole number PerfectSquare

- Type
- Bingo Cards

CVA

TIA

BM

CHF

PO

HS

Q

BID

TID

QID

PT

OT

ST

SOB

BP

DX

FX

AKI

UTI

DM

S/P

S/T

LTC

SNF