- Type
- Crossword Puzzle

a number (magnitude) scalar quantity

magnitude & direction vector quantity

the absolute value means magnitude

named by using a lowercase bold letter vector

when a vector is in __________, we can write it using component form standard position

standard position of a vector initial point

what does <x,y> represent? component form

what does (0,0) represent? initial point

how do you find component form? terminal minus initial

vector with magnitude of one unit vetor

what does it mean when you see absolute value? magnitude or length

- Type
- Crossword Puzzle

Is a scalar quantity which refers to how much ground an object has covered during its motion ........

is vector quantity which refers to how far out of original position an object is delta=final-initial ............

are quantities which are fully described by magnitude alone ......

are quantities which are fully described by both a magnitude and a direction .......

Is the average of all instantaneous speed ............

Is any object that is cast, fired, flung, heaved, pitched, tossed, or thrown. ..........

This is the standard SI (metric) unit of length .....

This is a number, as of years, days, minutes, or seconds representing such an interval ....

This is the SI unit of time. ......

is a vector quantity refers to the rate at which an object changes its position ........

A constant downward acceleration due to gravity ........

- Type
- Crossword Puzzle

quantity have magnitude and direction vector

quantity have magnitude scalar

two vectors are parallel or lie on the same straight line collinear

something that either pushes or pulls an object force

the single force that can be used to represent the combined effect of all the forces resultant farce

the___ to the graph of F at point P is the line that is perpendicular to the tangent at P NORMAL

two lines have the same direction and same location coincident

_____ equation of a line, also called a scalar equation of a line cartesian

____ product is also named as scalar product dot

There is no intersects between two lines. parallel

In either vector or parametric form, t is called a ____ parameter

Two vectors are _____ if their corresponding components are equal. equal

A vector of dimension n is an ordered collection of n elements, which are called _____ components

A vector with magnitude 1 is called a ______ vector unit

The ______ law, which states that the sum of three vectors does not depend on which pair of vectors is added first: (a+b)+c=a+(b+c). associative

The _____ law, which states the order of addition doesn't matter: a+b=b+a. commutative

A set of values that show an exact position. coordinate

Vector has ______ and direction magnitude

The _____ of a mathematical space (or object) is informally defined as the minimum number of coordinates needed to specify any point within it. dimension

Two vectors that are _____ have the same magnitude but point in opposite directions opposite

- Type
- Crossword Puzzle

the positive square root of two number's products geometric mean

a set of three nonzero whole numbers a, b, and c, such that a^2 + b^2 = c^2 pythagorean triple

Adj/hyp cosine

opp/hyp sine

opp/adj tangent

ratio of the lengths of two sides of a right triangle trigonometric ratio

trigon, meaning triangle, and metron, meaning measure trigonometry

cos-1 inverse cosine

sin-1 inverse sine

tan-1 inverse tangent

horizontal line and line of sight above horizontal line angle of elevation

horizontal line and line of sight below horizontal line angle of depression

used to find side lengths and angle measures for any triangle (AAS or ASA) Law of Sines

used to solve a triangle with the measures of two sides and included angle (SAS) Law of Cosines

the length of a vector from its original point to its terminal point magnitude

expressed as the angle it forms with the horizontal or as a measurement between 0 & 90 east or west of the north-south line direction

describes the magnitude and direction of the quantity vector

the sum of two or more vectors is a single vector resultant

when a vector's initial point is at the origin standard position

to describe a vector with an initial point; (x,y) component form

- Type
- Crossword Puzzle

The set of the first numbers of the ordered pairs domain

Minus Subtraction

Please Excuse My Dear Aunt Sally orderofoperations

Sum addition

The ratio of the change in the y-coordinate (rise) to the change in the x-coordinate (run) slope

A mathematical sentence that contains an equal sign equation

A relation between input and output FUNCTION

Symbol used to represent unknown numbers or values variable

The form of a linear equation Ax + By = C, with a graph that is a straight line standard

The set of second numbers of the ordered pairs range

To find the value of an expression evaluate

The vertical number line on a coordinate plane yaxis

A comparison of two numbers by division ratio

To draw or lot the oints named by certain numbers or ordered pairs on a number line or coordinate plane graph

The numbers that correspond to a point on a coordinate system coordinates

A point where the graph intersects an axis intercept

The horizontal number line on a coordinate plane xaxis

The point (0,0) origin

The answer when multiplying product

A polynomial with two terms binomial

Distance around the outside perimeter

To shift a graph vertically or horizontally translation

- Type
- Crossword Puzzle

entity with magnitude and direction vector

real number scalar

length of vector magnitude

angle of vector direction

vector quantity velocity

vector that can be found in space free vector

vector with tail at orgin component vector

<a,b> component form

vectors with same magnitude and direction equal

vectors with equal or opposite direction parallel

sum of 2 vectors resultant

vector with magnitude 1 unit

unit vector <1,0> i

unit vector <0,1> j

perpendicular vectors orthogonal

vector operation changes to real number dot product

ai + bj linear combination

horizontal and vertical changes of a vector components

find horizontal and vertical components resolve

changes vector length or direction scalar multiplication

- Type
- Crossword Puzzle

an object which projected by some means and continues to move due to its own inertia projectile

how many components does a projectile have two

a component of a projectile horizontal

a component of a projectile vertical

does the horizontal "velocity" component change? never

what does not work horizontally to increase or decrease velocity gravity

which component changes due to gravity? vertical

what happens to the magnitude as the projectile moves up? decreases

what happens to the magnitude as the projectile moves down? increases

what type of path is the trajectory? parabolic

What remains constant in a horizontally launched projectile? velocity

what is the value of the initial vertical velocity of a projectile that is launched horizontally? zero

is there a vertical velocity at the top of the trajectory? no

when launched at an angle, the velocity must be broken down into what? components

what is y equal to when it begins and ends at ground level? zero

on a horizontal component what remains constant? magnitude

in a horizontal component, does the direction change or remain constant? constant

what changes in a vertical component? direction

in a vertically launched projectile, what decreases on the way upward? velocity

in a vertically launched projectile, what increases on the way down? vertical velocity

- Type
- Word Search

Magnitude

Scalar

Seconds

Meters

Final Velocity

Initial Velocity

Time

Freefall

Velocity

Vector

Trajectory

Speed

Satellite

Resultant

Resolution

Range

Projectiles

Motion

Height

Gravity

Force

Distance

Component

Acceleration

- Type
- Crossword Puzzle

Type of acceleration, starts at rest Free Fall

the symbol for angle (the spelling) theta

Can be determined by how “out of place” an object; i.e. overall change in position Displacement

vector quantity; the rate at which an object changes its position velocity

Near the surface of the Earth, all objects experience approximately the same acceleration due to _____. gravity

______ are quantities that are fully described by both a magnitude and a direction. Vectors

______are quantities that are fully described by a magnitude (or numerical value) alone. scalars

The only Scalar quantity that begins with the letter ‘D’ Distance

______ occurs when the acceleration is opposite in direction to the velocity. Deceleration

has three ways to achieve it; vector quantity acceleration

- Type
- Crossword Puzzle

Shape defines by a quadratic equation Parabola

You use this formula to find this.. x= -b/2a Axis of Symmetry

Negative infinity, positive infinity Domain

What form is this? y=a(x-h)+k Vertex Form

There are ______ terms in the imaginary pattern Four

What is the first thing you need to find in this equation? 2x+10x-8=26 GCF

What comes first the real number or imaginary number real number

What do you do first? Factor

A number that produces a specified quantity when multiplied by itself square root

What does the point represent? vertex

What do you do first to this equation? (5+7i)+2(-2+6i) distribute

What do you have to do to get rid of the square root? square

Set of numbers which contains all numbers less than 0 and also all numbers greater than 2 interval notation

The part of mathematics in which letter and other general symbols are used to represent numbers and quantities in formulas and equations algebra

The point where the graph intersects the y-axis y intercept

- Type
- Crossword Puzzle

approaches a definite limit converges

point(s) at which the derivative equals zero critical

point of ______; curve changes concavity inflection

area under a curve integral

slope or rate of change of a function derivative

differentiation by separating variables implicit

increases to infinity diverges

sum of terms in a sequence series

list of numbers written in a specific order sequence

a curve that is uninterrupted continuous

method of finding volume using cylindrical layers shell

an equation of a curve in terms of r and Θ polar

a function that uses two equations to describe a curve parametric

highest or lowest point on the graph; ______ max/min absolute

method of finding volume by subtracting the volume of the outer solid minus the volume of the inner solid washer

a line or curve that a function approaches without ever reaching asymptote

the derivative of velocity acceleration

rule used to differentiate composite functions chain

rule to differentiate a function composed of a function divided by another function quotient

rule to differentiate a function that contains multiplication of two other functions product

series shown by harmonic

rule used to evaluate indefinite forms of limits lhopital

a value that a function approaches as an input approaches some value limit

integral of velocity position

test to determine convergence of a power series pseries

a vector of length one along an axis unit

the derivative of position velocity

approximation of the area of a function using rectangles under the curve riemann sum

theorem stating that a differentiable function that has equal values at point a and point b must have point c with a slope of zero rolles

theorem stating if f(x) is defined, continuous, and differentiable on interval [a,b], then there is a c such that a<c<b mean value

a line that touches a curve at a point without crossing it tangent

a straight line joining two points on a function's curve secant

a form of integration using the chain rule in reverse u substitution

a quantity with magnitude and direction vector

a series of a function represented as an infinite sum of terms taylor

a Taylor Series centered around zero maclaurin

how fast a function is increasing or decreasing slope

can be found using Disk/Washer/Shell methods volume