# Madelyn Adams

Butler University

Trigonometry

Trigonometry teacher | Verified Expert

I am a Trigonometry specialist, holding a degree from Butler University. With a passion for mathematics, I've honed my expertise in Trigonometry to guide students through its complexities. My journey through Butler University equipped me with comprehensive knowledge and effective teaching strategies. I strive to foster a deep understanding of Trigonometry, helping students navigate its intricacies with confidence. Whether unraveling triangles or mastering trigonometric functions, I'm dedicated to empowering students to excel in this field. Join me on the path to mathematical mastery at Butler University's tutoring platform.

## Questions

- The question is below ?
- Solve #2csc^2x = 2sec^2x#?
- Solve #2csc^2x = 2sec^2x#?
- If the cosines of the two of the angles of a triangle are proportional to the oppsite sides show that the trangle is right angled.?
- How do you know how to solve sec 45?
- How do you find cos 11pi/12?
- How do you solve #tan^2x+tanx=sqrt3 tanx + sqrt3# for the domain #0<=x<=360#?
- A person is standing 14.3m from the base of a tree. The angle of elevation to the top of the tree is 68 degrees. How tall is the tree? Answer to 1 decimal place.
- How to Prove the identity?
- The maximum value of #f(x)=(3sinx-4cosx-10)(3sinx+4cosx-10)# is?
- How to solve this equation? The topic is Radian Measure of Angle size.
- How to solve this equation? The topic is Radian Measure of Angle size.
- How do you solve cos 2x − 2 sin2 x = 0 interval (−5, 5]?
- Can you help me get the polar equation?
- #(1+sinx -cosx) /(1+cosx +sinx )=tan(x/2) # prove the identities?help
- What is the polar form of 2x-5y+10=0 ?
- Find all x and y (0 ≤ x < 2π, 0 ≤ y < 2π) so that the following equation is true? (Enter your answers as a comma-separated list.) #cosx+isiny=sinx+i#
- If #0<= aplha,beta <= 90# and #tan(alpha+beta)=3# and #tan(alpha-beta)=2# then value of #sin(2alpha)# is?
- How do you solve #2\sin x = 3\cos ( x + 45^ { \circ } )#?
- Number of solutions of sinx.tan4x=cosx in (0,π) ?