Oliver Atkinson
Trigonometry teacher | Experienced educator in USA
I hold a degree in Trigonometry from York College of Pennsylvania. My passion lies in unraveling the complexities of angles and triangles, guiding students towards mastery in this field. With a deep understanding of mathematical principles, I strive to make Trigonometry not just understandable but enjoyable. From basic trigonometric functions to advanced applications, I am here to demystify this subject for my students. Let's embark on this mathematical journey together, where every angle holds a new opportunity for learning and growth.
Questions
For what value of #x# does #sin(x)+cos(x)=x#?
How do you verify #sec^2 x/ tan x = sec x csc x#?
How can you simplify #(sin(180˚ - theta))/(sin(90˚ - theta))#?
How do you calculate #arcsin (-1/ sqrt 2)#?
How do you graph inverse trigonometric functions?
What is the angle between #<9,-5,1 > # and #< -7,4,2 >#?
How do you use a calculator to evaluate #cot(1.5pi)#?
How do you prove # (cosx - sinx)/(cos^3x - sin^3x) = 1/(tanxcos^2x + 1)#?
How do you evaluate #Sin^-1(cos(pi/4))#?
How do you factor and simplify #sin^4x-cos^4x#?
How do I solve the following equation? The answers that I came up with are wrong
How do you prove #tan p + cot p = 2 csc 2 p#?
How do you simplify #f(theta)=sec(theta/4)-cos(theta/4-pi/2)# to trigonometric functions of a unit #theta#?
#3sin^2x# = 2𝑠𝑖𝑛𝑥𝑐𝑜𝑠𝑥 is this a provable? if not, solve the equation for -180 < 𝑥 < 180?
What is #(costheta)/4# in terms of #csctheta#?
How do you prove #sin (π/2 – x) = sin (π/2 + x)#?
What type of graph does the equation #f(x)=sin(pi(x/(1+x^2)))# represent?
How do you evaluate #Sin(2 arctan(sqrt 2))#?
How to find the value of #cot 160.6 ^@#?
What are the components of the vector between the origin and the polar coordinate #(2, (13pi)/12)#?