Solving Trigonometry Equations and Problems with Examples and Tips

Evaluate the following.
$\int \frac{(10 y + 11) d y}{4 y^{2} - 4 y + 5}$

Tobias Ali 2021-02-24

Evaluate the following.
$\int \sin^{2} x \cdot \tan x d x$

Cabiolab 2021-02-09

Trigonometry is one of the most interesting chapters of Quantitative Aptitude section. Basically, it is a part of SSC syllabus. Today I will tell you the easy method to learn all the basics of trigonometry i.e. Trigonometric Ratios, facts and formulas.

foass77W 2021-02-09

Evaluate the following.
$\int \frac{\sin θ (\cos θ + 4) d θ}{1 + \cos^{2} θ}$

Suman Cole 2021-02-09

The angle $θ$ is in the fourth quadrant and $\cos θ = \frac{2}{7}$ . Find the exact value of the remaining five trigonometric functions.

Reggie 2021-02-08

Explain how we can evaluate the expression $\cos (\arctan (\frac{v}{a}))$ and what the evaluation is in terms of v and a.

tricotasu 2021-02-05

Determine the exact value of expression.
$\tan (330) \times \cos (240) - 2 \cos (270)$

Annette Arroyo 2021-01-04

Find the linear equations that can be used to convert an (x, y) equation to a (x, v) equation using the given angle of rotation $θ$ .
$θ = {\tan^{- 1} \frac{5}{12}}$

sibuzwaW 2020-12-25

Determine the exact value of expression.
$\tan (60) \times 3 \sin (90) - \sin (315)$

Wierzycaz 2020-12-25

Find the value of each trigonometric ratio to the nearest ten-thousandth
${\tan 50}^{\circ}$

Daniaal Sanchez 2020-12-15

Evaluate the following.
$\int \cos β {(1 - \cos 2 β)}^{3} d β$

Lennie Carroll 2020-10-25

Evaluate the following.
$\int \frac{\cos^{5} (3 z) d z}{\sin^{2} (3 z)}$

Anonym 2020-10-18

Determine the exact value of expression.
$\sec (210) \times \cot (300) + \sin (225)$

The majority of Trigonometry Math problems are quite easy to solve when you have the list of answers that help you see the logic and reasoning. Looking at various examples will help you to see how certain questions are related to provided solutions.

Remember that Trigonometry requires patience and analysis. By following your analysis skills, you will help yourself find the answers. If something remains unclear, start with your exploration of examples again and go step-by-step.

Precalculus

Practice Exercises for Trigonometry