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SIGNIFICANTLY
OCCURRENCE
ISSUES
INTERPRET
INDICATION
FUNCTION
CONCEPTUAL
APPROACHABLE
VARY
ANALYSE

puzzlemaker.com Word Search

Type
Word Search
Description

promote
motivate
motion
mobile
demote
haphazard
bias
distribute
approach
interpret
explanation
assess
hypothesis
issue

Thinking and Problem Solving Crossword

Type
Crossword
Description

the mental grouping of similar objects, events, ideas, or people concept
a mental image or best example of a category prototype
a methodical, logical rule or procedure that guarantees solving a particular problem algorithm
simple thinking strategy that often allows us to make judgements and solve problems efficiently; usually speedier but also more error-prone that algorithms heuristic
a sudden and often novel realization of the solutions to a problem insight learning
a tendency to approach a problem in a particular way, often a way that has been successful in the past mental set
the tendency to think of things in terms of their usual functions; an impediment to problem solving functional fixedness
the way an issue is posed; how an issue is framed can significantly affect decisions and judgements framing
the tendency for one's preexisting beliefs to distort logical reasoning, sometimes by making invalid conclusions seem valid, or valid conclusions seem valid belief bias
the tendency to believe, after learning an outcome, that one had foreseen it hindsight bias
the tendency to be more confident than correct-to overestimate the accuracy of one's beliefs and judgements overconfidence bias

Exponential and Logarithmic Vocabulary Review Crossword

Type
Crossword
Description

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

Learning disabilities Crossword

Type
Crossword
Description

Acronym for Attention Deficit Disorder ADD
Difficulty in learning to read Dyslexia
Difficulty with staying still Hyperactivity
Trouble with written expression Dysgraphia
Acronym for Auditory Processing Disorder ADP
Trouble with always being distracted Distractibility
Acronym for Visual Processing Issues VPI
Difficulty in making calculations Dyscalculia
Inability to perform particular actions Dyspraxia
Acronym for Attention Deficit Hyperactivity Disorder ADHD
Trouble with interpreting body language: _______ learning disabilies Nonverbal
Issues with mental skills that help you get things done: _______ functioning issues Executive

Business and Entrepreneurship Word Search

Type
Word Search
Description

Accountability
Appearance
Approaches
Behavior
Business
Career Planning
Challenging
Communicate
Creativity
Critical Thinking
Demonstrate
Diversity
Effectively
Employability
Employment
Exhibit
Honesty
Independent
Industry
Innovate
Integrity
Interpersonal Skills
Interpret Data
Multiple
Problem-solving
Procedures
Punctuality
Situation
Skills
Team Work
Technological
Time Management

English 2 crossword puzzle

Type
Crossword
Description

a brief statement or account of the main points of something. Summary
combine (a number of things) into a coherent whole. Synthesize
Connecting background knowledge to what you are reading Making connections
of or relating to sensation or the physical senses; transmitted or perceived by the senses. Sensory
a conclusion reached on the basis of evidence and reason Inferences
examine methodically and in detail the constitution or structure of (something, especially information), typically for purposes of explanation and interpretation. Analyze
evidence from a text (fiction or nonfiction) that you can use to illustrate your ideas and support your arguments. Textual evidence
Refers to information that is implied or inferred because it's not clearly stated Draw conclusions
the objective analysis and evaluation of an issue in order to form a judgment Critical thinking
the subject of a talk, a piece of writing, a person's thoughts, or an exhibition; a topic. Theme
language that uses words or expressions with a meaning that is different from the literal interpretation. Figurative language
the patterns of rhythm and sound used in poetry. Prosody
a piece of writing that partakes of the nature of both speech and song that is nearly always rhythmical, usually metaphorical, and often exhibits such formal elements as meter, rhyme, and stanzaic structure. Poem
elements are a strong visual means of indicating relationships. Graphic elements
literary work in which special intensity is given to the expression of feelings and ideas by the use of distinctive style and rhythm; poems collectively or as a genre of literature. Poetry
the use of symbols to represent ideas or qualities. Symbolism
a story, poem, or picture that can be interpreted to reveal a hidden meaning, typically a moral or political one. Allegory
an expression designed to call something to mind without mentioning it explicitly; an indirect or passing reference. Allusion

ANSWER KEY Crossword

Type
Crossword
Description

The maximum or minimum point of a quadratic function. vertex
The line of symmetry that runs through the vertex; can be found algebraically: x=-b/(2a) axis of symmetry
All the input values of a function. domain
All the output values of a function. range
x = -b ± √(b² - 4ac)/2a quadratic formula
one of the possible outcomes of a probability experiment event
a possible result of an experiment outcome
a diagram that shows how two or more sets in a universal set are related Ven diagram
a collection or list of items SET
events such that the outcome of one event does not affect the probability of the outcome of another event independent events
'sides and angles' that are images of each other will be equal if the two triangles are congruent. CORRESPONDING PARTS
Any number that can be written as a simple fraction, with a whole number numerator and denominator, such as terminating decimals, repeating decimals and integers. rational number
A square with a whole number root. perfect square
An angle of exactly 90 degrees. right angle
A triangle that contains a right angle. right triangle
Any number that cannot be written as a simple fraction, such as non-repeating, non-terminating decimals, square roots of non-perfect squares, pi. irrational number
The result of multiplying a number by itself square
Greek philosopher, 570-495 BC. There is no evidence that Pythagoras himself worked on or proved the Pythagorean Theorem, which was used previously by Babylonians and Indians. Pythagoras
A mathematical symbol that indicates the extraction of the root of the square inside. radical sign
the statement that the values of two mathematical expressions are equal equation
a numerical or constant quantity placed before and multiplying the variable in an algebraic expression Coefficient
solving a problem solutions
value that,when multiplied by itself,gives the number roots
relationship between two numbers indicating how many times the first number contains the second ratio
two ratios or fractions are equal proportion
relationship between two numbers indicating how many times the first number contains the second ratio
a single number or variable, or numbers and variables multiplied together terms
an unbroken part of a circle arc
an angle whose vertex is at the center of a circle central angle

Calculus Crossword #1

Type
Crossword
Description

Slope of the tangent at a point Derivative
The rate of change of y with respect to x SLOPE
A line that touches a function at one point TANGENT
A line the crosses a function at two points SECANT
The limit of a sum is the __________ of the limits SUM
The limit of a product is the product of the __________ LIMITS
If the limit of a function as it approaches a exists and is equal to f(a), the function is _____________ CONTINUOUS
If the left-hand limit and the right-hand limit of a function as x approaches a are not equal, then the limit ____________ DNE
If a function is not continuous at a, f has a ____________________ at a DISCONTINUITY
An absolute value function is an example of a ____________________ function PIECEWISE
First derivative of the position function VELOCITY
Second derivative of the position function ACCELERATION
Third derivative of the position function JERK
A function is _________________ at a if f'(a) exists DIFFERENTIABLE
First person credited with developing calculus NEWTON
Was less well-known for developing calculus LEIBNIZ
The derivative of a constant ZERO
The first times the derivative of the second plus the second times the derivative of the first PRODUCT RULE
Used to compute the derivative of a composite function CHAIN RULE

Calc BC Cross Word Puzzle

Type
Crossword
Description

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

Kyra's Wordsearch

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approach
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construct
distribute
efficient
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inference
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issue
observation
qualitative
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scientific
temporary
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