Quinn Anderson
Trigonometry teacher | Verified Expert
With a specialization in Trigonometry from Franklin W. Olin College of Engineering, my passion lies in unraveling the complexities of angles and triangles. I believe in making mathematics not just understandable but enjoyable for my students. Guiding them through the intricacies of trigonometric functions, I foster a deep understanding that extends beyond textbooks. My goal is to ignite curiosity and empower students to approach problems with confidence. Let's explore the world of triangles together, where every angle holds a story waiting to be discovered.
Questions
How do you graph #y=1/2cospix#?
If #A = <1 ,6 ,-8 >#, #B = <-9 ,4 ,0 ># and #C=A-B#, what is the angle between A and C?
Given a right triangle #triangle ABC# with #C=90^circ#, if b=10, c=26, how do you find a?
How do you convert the polar equation #r=3sintheta# into rectangular form?
How do you find the value for #csc (Tan^-1 (4/5))#?
How do you factor the expression and use the fundamental identities to simplify #tan^2x-tan^2xsin^2x#?
How do you write the trigonometric form in complex form #5(cos((3pi)/4)+isin((3pi)/4)))#?
Given #cosalpha=1/3#, how do you find #sinalpha#?
What is the angle between #<0,5,4> # and #<5,-8,7>#?
Solve sin(θ) tan(θ) − cos(θ) = 1 for 0 ≤ θ ≤ 360?
How do you simplify the expression #tan^2t/(1-sec^2t)#?
How do you find the value of #cot 300^@#?
How do you determine if #cos35^circ<cos45^circ# is true or false?
How do I find the unknowns in the graph below and I need to quote my answers to 4 significant figures?
How do you find #sin^-1(sin ((5pi)/6))#?
How do you graph #y=sinx+3#?
How do you prove the identity #sec u - tan u = cos u/(1+sin u)# ?
How do we find the value of #sin^2theta# if #1-cos^2theta = t#?
What are the important information needed to graph # y=tan((pi/2)x) #?
How to simplify sin x cot x?