TOPICS

This page:
trigonometry 

Search
Dr. Math
See also the
Dr. Math FAQ:
trigonometry formulas
See also the
Internet Library:
trigonometry
HIGH SCHOOL
About Math
Analysis
Algebra
basic algebra
equations/graphs/
translations
linear algebra
linear equations
polynomials
Calculus
Complex Numbers
Calculators/
Computers
Definitions
Discrete Math
permutations/
combinations
Exponents
Logarithms
Fibonacci Sequence/
Golden Ratio
Fractals
Functions
Geometry
Euclidean/plane
conic sections/
circles
constructions
coordinate plane
triangles/polygons
higher-dimensional
polyhedra
non-Euclidean
practical geometry
symmetry/tessellations
History/Biography
Interest
Logic
Negative Numbers
Number Theory
Physics/Chemistry
Probability
Projects
Puzzles
Sequences/Series
Sets
Square/Cube Roots
Statistics
Transcendental
Numbers
Trigonometry
|
Browse High School Trigonometry
Stars indicate particularly interesting answers or
good places to begin browsing.
Selected answers to common questions:
DeMoivre's theorem.
Volume of a tank.
- Trigonemetric Identities [02/11/2003]
-
I'm struggling with the concepts of compound angle formulas, products
of sums or differences, and multiple and half angles. Is there a
connection between these and all the trig identities?
- Trigonometric Equation [8/11/1995]
-
Solve {x : 2sin(3x-1)+7 = 6.25, -Pi<x<Pi}.
- Trigonometric Equation for a Sequence [04/03/2001]
-
I need an equation for the sequence 0, 0, 1, 0, 0, 1, 0, 0, 1, ... using
the sine or cosine function.
- Trigonometric Formulas [2/1/1996]
-
My question concerns trigonometric formulas. How do I show how the double
angle formulas are derived from the compound angle formulas?
- Trigonometric Functions and Complex Numbers [6/27/1995]
-
Is there a solution to the following equation? Sin(a) = 5, where a = x +
iy (complex value)
- Trigonometric Functions and Euler's Identity [04/10/1998]
-
We need to prove three trigonometric functions in various ways.
- Trigonometric Identiity [07/29/1999]
-
Prove arcsin(-x)= -arcsin(x).
- Trigonometric Identities [11/12/1997]
-
What is the best way to solve verification problems?
- Trigonometric Identities [12/10/1997]
-
How do you prove sin(t+s)sin(t-s) = sin^2t-sin^2s ?
- Trigonometric Identities [05/24/1999]
-
How can I simplify trigonometric identity problems such as sin^ 2(theta)
- 1?
- Trigonometric Identity [02/12/1998]
-
Prove that sin 7x = 7(sin x) - 56(sin x)^3 + 112(sin x)^5 - (sin x)^7.
- Trigonometric Proofs [09/13/2004]
-
How do I prove that (sinA - sinB)/(cos A + cosB) = tan(A/2 - B/2)?
- Trigonometry -- Airport Word Problems [6/6/1996]
-
A plane is 120 miles north and 85 miles east of an airport.... When an
airplane leaves the runway, its angle of climb is 18 degrees and its
speed is 275 feet per second...
- Trigonometry and Complex Numbers [08/05/1998]
-
Simplify (sqrt 3 - i)^7 into the form a + bi using DeMoivre's Theorem.
- Trigonometry and Music [12/21/1998]
-
How is trigonometry used in music?
- Trigonometry and Navigation [3/29/1995]
-
I have a research project to write about the uses of trigonometry in the
field of navigation.
- Trigonometry and Space Exploration [05/29/2002]
-
How does Trigonometry relate to space exploration?
- Trigonometry and Telescopes [12/15/2001]
-
How is trigonometry related to how reflector and refractor telescopes
work?
- Trigonometry and the Chain Rule [12/01/1998]
-
I need help differentiating expressions such as: y = 2 csc^3(sqrt(x)) and
y = x/2 - (sin (2x))/4. Where does the chain rule fit in?
- Trigonometry and the Earth [07/13/1999]
-
A woman 6 ft. tall stands at the edge of the ocean. The radius of the
earth is 3960 miles. How far out can she see?
- Trigonometry by Hand [05/24/2002]
-
What formulas can I use to compute sines, cosines, tangents,
arcsines, arccosines, and arctangents without using tables or a
calculator?
- Trigonometry Equations [04/23/2003]
-
Solve, for 0 <= theta < 360, 3cos^2(theta) - 2sin(theta) = 2, giving
solutions to 1 decimal place where appropriate.
- Trigonometry + Geometry [5/5/1996]
-
A right angle triangle is blocking a circle and is being blocked by
another circle...
- Trigonometry Identities [01/07/1997]
-
Verify the identity sin(x+y+z) = sinx cosy coxz + cosx siny cosz + cosx
cosy sinz - sinx siny sinz.
- Trigonometry Identities [07/30/1997]
-
I have a problem with these identities...
- Trigonometry Identity [02/20/1998]
-
Prove a*cos(A) + b*cos(B) + c*cos(C) = 4R*sin(A)*sin(B)*sin(C).
- Trigonometry, Logs and Map Projections [10/01/1997]
-
I am trying to figure out the inverse function used by the Mercator map
projection.
- Trigonometry Mnemonic [04/12/1997]
-
How do you spell the trigonometry word that is something like SOCHOATOA?
It means side over hypotenuse, etc.
- Trigonometry Problem [8/11/1995]
-
A 12 metre ladder is inclined to the vertical at 48 degrees. How far is
it from the base?
- Trigonometry Proof [6/20/1996]
-
Prove that if a,b,y > 0 and a+b+y = pi, then sin(2a)+sin(2b)+sin(2y) =
4(sin a)(sin b)(sin y)
- Trigonometry Proof [7/18/1996]
-
How do I prove that (cotX)(cosX)/(cotX + cosX) = (cosX)/(1 + sinX)?
- Trigonometry Proof [04/21/1997]
-
Prove that (sin 50 x cos 50)/tan 50 = sin^2 40.
- Trigonometry Story Problem [06/04/2002]
-
What angle will a shortcut make with the roads nearest it?
- Trigonometry Substitutions [09/30/1997]
-
I am having problems doing trig substitutions. Can you suggest any
methods?
- Trigonometry Terminology [10/24/2001]
-
Why is the term 'arc' used for the inverse of sine, cosine, and tangent,
instead of just saying the function to the -1 power?
- Trigonometry Tricks [11/14/2002]
-
To find how (1/4)cos^4x-(1/6)cos^6x = -(1/4)sin^4x+(1/6)sin^6x, I've
tried to change all the cos to sin by using sin^2x+cos^2x = 1 and then
using double angle formulas. I am trying to prove that they are equal
to each other.
- Trigonometry Without Calculators [01/06/1997]
-
How do you find Cos[40] without a calculator?
- Trigonometry Word Problem [06/05/2002]
-
How far did the hot-air balloon rise between observations?
- Trig Problems [05/07/1999]
-
What are the steps to follow in order to answer these questions? 1) cos2x
= sinx; 2) cos2x = cosx...
- Trig Problem: Sec A = -2 ... [10/20/1997]
-
How can I find all the angles in the range between 0 and 2*pi radians
that have a secant equal to -2?
Page: [<prev]
1
2
3
4
5
6
7
8
9
10
11
12
13
[next>]
|