- Type
- Crossword Puzzle

This crossword contains the following questions and answers:

√((x_2-x_1 )^2+(y_2-y_1 )^2 ) DistanceFormula

a^2+b^2=c^2 PythagoreanTheorem

x=(-b±√(b^2-4ac))/2a Quadratic

(x+x/2), (y+y/2) Midpoint

(y-y)/(x-x) Slope

y=mx+b slopeintercept

A=1/2*b*h AreaofTraiangle

A=l*w AreaofResctangle

A=pi*r^2 AreaofCirlce

2*pi*r or d*pi Circumference

opposite/hypotenuse Sine

adjacent/hypotenuse Cosine

Opposite/adjacent Tangent

- Type
- Crossword Puzzle

This crossword contains the following questions and answers:

Always opposite of the right angle of the right triangle Hypotenuse

Will always makeup part of the angle that is being discussed and not be the hypotenuse Adjacent Side

Will never form part of the angle being discussed Opposite side

Opposite/Hypotenuse Sine

Adjacent/Hypotenuse Cosine

Opposite/Adjacent Tangent

A triangle with a right angle Right triangle

A special right triangle with two congruent angle 45-45-90 Triangle

Two sides with with equal lengths Isosceles Triangle

Special right triangle that uses the ratio 1:Radical of 3:2 30-60-90 Triangle

a^2+b^2=c^2 Pythagorean Therom

Angle that is always 90 degrees Right Angle

A plane figure with three straight sides and three angles Triangle

Branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant function of any angles Trigonometry

Identical in form, size and angles Congruent

Inverse of sin Sin^-1

Inverse of Cosine Cos^-1

Inverse of Tangent Tan^-1

The angle sum of a triangle 180 Degrees

Is used to show which lines are parallel \

If all sides are the same on both of the triangle then they are congruent SSS Postulate

If two sides and the angle between them are the same then they are congruent SAS Postulate

Another word for height Altitude

In a triangle it is the line segment drawn from a vertex to the midpoint Median

If two angles are the same for two triangle then they are the same AA Postulate

- Type
- Crossword Puzzle

This crossword contains the following questions and answers:

the opposite of distributing factoring

Ax^2+Bx+C quadratic equation

b^2-4ac =0 one real solution

b^2-4ac>0 two real solutions

b^2-4ac<0 no real solution

used to find the zeros(roots,x-intercepts,solutions)to a quadratic equation. Quadratic Formula

roots, x-intercepts and solutions zeros

b^2 -4ac discriminant

Ax^2+Bx+C=0 Standard form

numbers that is multiplied by a variable coefficients

the shape of the graph of a quadratic function parabola

the peak in the curve vertex

where a<0 maximum

where a>0 minimum

when the discriminant is negative complex number

when the squared number is a negatve imaginary unit

where the parabola hits x-intercept

when Ax^2+Bx+C does not equal 0 quadratic function

cannot change in equation constant

line of symmetry of a parabola axis of symmetry

- Type
- Crossword Puzzle

This crossword contains the following questions and answers:

is the study of the relationship of the sides and angles of a triangle trigonometry

contains a right angle, which measures 90 degrees and two acute angles each less than 90 degrees right triangle

the side opposite the right angle is the hypotenuse hypotenuse

the other two sides legs

which says that the square of the length of the hypotenuse equals the sum of the squares of the lengths of the legs Pythagorean Theorem

special right triangle has acute angles measuring 30 and 60 degrees. 30-60-90 triangle

trig ratios, opposite over hypotenuse sine

trig ratio, adjacent over hypotenuse cosine

is adjacent next to the theta angle adjacent leg

across from the theta angle opposite leg

trig ratio, opposite over adjacent tangent

isosceles right triangles sometimes referred as, acute angles are equal 45-45-90 triangle

angle between a horizontal line and the line of sight to an object above the horizontal line angle of elevation

angle which the plane descends angle of depression

is a set of three integers a, b, c which form the sides of a right angled triangle Pythagorean triple

perform the opposite operations that the sine, cosine, tangent, secant, cosecant and cotangent perform inverse trig function

- Type
- Word Search

This word search contains the following answers:

Angle Of Depression

SOH CAH TOA

Trigonometric Ratio

Inverse

Trigonometry

Tangent

Sine

Triangle

Right Triangle

Reference Angle

Opposite

Hypotenuse

Degree

Cosine

Bearings

Compass

Angle Of Elevation

Adjacent

- Type
- Crossword Puzzle

This crossword contains the following questions and answers:

inverse function of the sine arcsine

ratio of the adjacent to the opposite side of a right triange cotangent

1 of these is at the negative x-axis radian

the space between intersecting lines angle

the set of all inputs of a function domain

the repeating interval of a periodic function period

the set of all possible outputs of a function range

the circle whose center is at the origin and radius is one unit circle

the branch of math that deals with the relations between the sides and angles of triangles and the calculations ased on them trigonometry

90 degrees rightangle

longest side of a triangle hypotenuse

y/r sine

x/r cosine

y/x tangent

- Type
- Crossword Puzzle

This crossword contains the following questions and answers:

Measurement of triangles Trigonometry

An angle less than 90 degrees Acute

An angle greater than 90 degrees and less than 180 degrees Obtuse

A trigonometric function that equals y coordinate Sine

A trigonometric function that equals x coordinate Cosine

A trigonometric function that equals y/x coordinate Tangent

The side opposite of the 90 degree angle Hypotenuse

The side opposite of the theta Opposite side

The side closest to the theta Adjacent side

Y=sin^-1 x Sine inverse

Y=cos^-1 x Cosine inverse

Y=tanX Tangent inverse

contains a right angle, which measures 90 degrees and two acute angles each less than 90 degrees Right triangle

the other two sides Legs

which says that the square of the length of the hypotenuse equals the sum of the squares of the lengths of the legs Pythagorean theorem

any triangle with two sides of the same length Isosceles triangle

isosceles with a right angle Right isosceles triangle

special right triangle has acute angles measuring 30 and 60 degrees 30,60,90

isosceles right triangles sometimes referred as, acute angles are equal 45,45,90

ratios of any two sides of a right triangle trigonometric ratios

- Type
- Word Search

This word search contains the following answers:

Pythagorean triple

Theta

Opposite

Adjacent

Tangent

45-45-90 triangles

Inverse trig function

Pythagorean theorem

Angel of elevation

Cosine

30-60-90 triangles

Hypotenuse

Degree

Angel of Depression

Sine

- Type
- Crossword Puzzle

This crossword contains the following questions and answers:

For any positive numbers, numbers multiplied such that a/x = x/b Geometric Mean

The angle btween the line of sight and the horizontal when an observer looks upward Angle of Elevation

A group of 3 whole numbers that satisfies the equation a^2 + b^2 = c^2, where c is the greatest. Pythagorean Triple

For any acute angle of a right triangle, the ratio of the measure of the leg adjacent to the acute angle to the measure of the hypotenuse. Cosine

The angle between the line of sight and the horizontal when an observer looks downward. Angle of Depression

The study of properties of triangles and trig. functions and their applications. Trigonometry

For an acute angle of a right triangle the ratio of the meaasure of the leg opposite the acute angle to the measure of the leg adjacent to the acute angle Tangent

Finding the measures of all the angles and sides of a triangle. Solving a Triangle

A ratio of the lengths of sides of a right triangle. Trigonometric Ratio

For any acute angle of a right triangle , the ratio of the measure of the leg opposite the acute angle to the measure of the hypotenuse Sine

- Type
- Crossword Puzzle

This crossword contains the following questions and answers:

The side opposite the right angle of a right triangle Hypotenuse

A set of 3 positive integers that satisfy the equation c^2=a^2 + b^2 Pythagorean Triple

The positive number x that satisfies a/x = x/b Geometric mean

A ratio of the lengths of two sides in a right triangle Trigonometric ratio

Trig ratio that involves the lengths of the legs of a right triangle Tangent

Angle that an upward line of sight makes with a horizontal line Angle of elevation

Trig ratios that involve the lengths of a leg and the hypotenuse of a right triangle Sine and Cosine

Angle that a downward line of sight makes with a horizontal line Angle of depression

If tan A = x, then tan^-1 x = m<A Inverse Tangent

If sin A =y then sin^-1 y = m<A Inverse Sine

If cos A = z the cos^-1 z = m<A Inverse Cosine

Used to solve triangles with AAS or ASA Law of Sines

Used to solve triangle with SAS or SSS Law of Cosines

- Type
- Crossword Puzzle

This crossword contains the following questions and answers:

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