Practice Trigonometric Functions Problems - Page 4

High School
Geometry
Trigonometry
Trigonometric Functions

Recent questions in Trigonometric Functions

fluorekyz4l 2023-02-26

A function $f (x)$ is given by $f (x) = \frac{5^{x}}{5^{x} + 5}$ , then the sum of the series: $f (\frac{1}{20}) + f (\frac{2}{20}) + f (\frac{3}{20}) + . . . . . . + f (\frac{39}{20})$ is equal to: A $\frac{19}{2}$ B $\frac{49}{2}$ C $\frac{39}{2}$ D $\frac{29}{2}$

gelepikb165 2023-02-25

Convert 480 degrees from degree to radians

Hayley Steele 2023-02-25

Convert 195 degrees to radians

Selena Hardin 2023-02-24

How to find $f'' (x) = \csc x$ ?

datgeni5quc 2023-02-24

How to use a calculator to evaluate $\tan 3$ ?

elhadaverdeibd7 2023-02-23

How to evaluate $\cos (\frac{3 π}{8})$ ?

Rose Weaver 2023-02-23

How to graph $y = \tan (2 x)$ ?

poprskanvxcl 2023-02-21

How to find the derivative of $y = \tan (3 x)$ ?

Zorgozo58 2023-02-21

What is the derivative of $2 \cos \cdot x$ ?

Gorjamskiw 2023-02-19

How to find the derivative of sec x tan x?

Desmond Robertson 2023-02-18

What does Range mean in Math?

Emmett Bradley 2023-02-17

How to find the 6 trigonometric functions for $10 π / 3$ ?

trepljajqspk 2023-02-17

How to graph $y = - 2 + 3 \cos (x - π)$ ?

aqkuax86xp0o 2023-02-17

How to compute the 200th derivative of $f (x) = \sin (2 x)$ ?

d1di9u01 2023-02-17

How to graph $y = - 2 \sin 2 x$ ?

xafeguerpf3l 2023-02-17

What is the derivative of $\ln (\sec x)$ ?

navelarp8c 2023-02-16

Find the degree measure of an angle of 3/5 radians

emennek9a1u 2023-02-16

Convert 120 degrees into radians

jeNdarmjeax11tx 2023-02-16

How to evaluate $\sin (- 45)$ ?

Jaslyn Gordon 2023-02-16

How to find the derivative of ${(1 - \tan x)}^{2}$ ?

1
2
3
4
5
6
…
22

When you need someone to help you solve trigonometric functions, remember that you should understand the basics in any case. As a field of Geometry, Trigonometry can only be mastered with the help of examples. Take your time to look through the list of questions and related answers.

It will help you to practice various approaches and find the best solutions for your particular task. If what you need is not included below, remember that you should use the templates below to understand the rules. By doing so, you will achieve success!

Trigonometry