Welcome :: Homework Help and Answers :: Mathskey.com

Q&A
Unanswered
Categories
Users
Ask a Question

Welcome to Mathskey.com Question & Answers Community. Ask any math/science homework question and receive answers from other members of the community.

Q&A Categories
BASIC MATH (93)
PRE-ALGEBRA (441)
ALGEBRA 1 (2,220)
GEOMETRY (864)
ALGEBRA 2 (2,751)
TRIGONOMETRY (1,187)
PRECALCULUS (1,903)
CALCULUS (2,802)
STATISTICS (129)
PHYSICS (659)
CHEMISTRY (137)
MECHANICAL ENGINEERING (64)
ELECTRICAL ENGINEERING (207)
Winplot Tutorials (2)

Most popular tags

solving-equations system-of-equations functions math slope-intercept-form physics homework-help trigonometric-identities integration limits substitution-method calculus

13,459 questions

17,854 answers

1,446 comments

811,087 users

Solve sin4xcosx-sinxcos4x=1/2 on the interval [0,2pi)

0 votes

solve-trigonometric-equations

asked Oct 11, 2020 in TRIGONOMETRY by anonymous
reshown Oct 16, 2020 by bradely

Share this question

Google+ Facebook Twitter LinkedIn Reddit

Please log in or register to add a comment.

Please log in or register to answer this question.

Related questions

Solve on the interval [0,2pi) : 1-cos theta=1/2

asked Feb 21, 2014 in TRIGONOMETRY by linda Scholar

solve-trigonometric-equations
solving-equations

solve the equation on the interval 0<theta <2pi. 2cos theta +3 =2

asked Oct 4, 2018 in TRIGONOMETRY by devkin26 Rookie

solve-trigonometric-equations

How do I solve for x on the interval [0, 2pi]

asked Aug 9, 2014 in TRIGONOMETRY by anonymous

solve-trigonometric-equations

solve the equation on the interval 0<theta <2pi : cos (2theta) + 5cos theta + 3

asked Feb 7, 2020 in MECHANICAL ENGINEERING by anonymous

solve-trigonometric-equations

consider the function fx = sinx cosx +5 on the interval (0,2pi)

asked Sep 27, 2014 in CALCULUS by anonymous

intervals
derivative

Solve each equation for exact solutions over the interval [0,2pi]

asked Jul 16, 2014 in TRIGONOMETRY by anonymous

solve-trigonometric-equations

find all solutions in the interval (0,2pi): 2 sin^2 x-5sinx=-3

asked Jun 29, 2019 in TRIGONOMETRY by nazmi Rookie

solve-trigonometric-equations

Solve on the interval of 0<or equal to. (theta) < 2(pi).

asked Nov 6, 2014 in TRIGONOMETRY by anonymous

solve-trigonometric-equations

solve equation usnig domain (0,2pi). 3sinx-2=5sinx-1

asked Mar 11, 2014 in TRIGONOMETRY by mathgirl Apprentice

solve-trigonometric-equations
solving-equations

Find all real numbers in the interval [0,2pi) that satisfy the equation. 3sec^2xtanx=4tanx

asked Nov 11, 2016 in TRIGONOMETRY by anonymous

precalculus
solve-trigonometric-equations
trigonometric-equations

solve the equation Sec^2x-Tan x=1 within [0,2pi)

asked Mar 11, 2014 in TRIGONOMETRY by harvy0496 Apprentice

solving-equations
solve-trigonometric-equations

Solve on the interval[0,2pi): cos theta=-1/2

asked Sep 27, 2018 in TRIGONOMETRY by anonymous

solving-equations

Solve the equation in the interval [0, 2π). cos 2x = cos x - 1

asked Mar 11, 2014 in TRIGONOMETRY by linda Scholar

solve-trigonometric-equations
solving-equations

Solve the equation on the interval 0 ≤ θ < 2π.

asked Jan 27, 2015 in PRECALCULUS by anonymous

solve-trigonometric-equations

Use a calculator to solve the equation on the interval 0 ≤ θ < 2π. Round answers to two decimal places.

asked Jan 27, 2015 in PRECALCULUS by anonymous

solve-trigonometric-equations

Solve the equation on the interval 0 ≤ θ < 2π.

asked Jan 27, 2015 in PRECALCULUS by anonymous

solve-trigonometric-equations

Find the solutions of 2cos^2+3sin=0 in integer of [0,2pi)

asked May 16, 2019 in TRIGONOMETRY by anonymous

solve-trigonometric-equations
solve-trigonometric-expression

Solve -2cos^2x-3sinx=0 for 0<x<2pi?

asked Apr 27, 2014 in TRIGONOMETRY by anonymous

solve-trigonometric-equations

solve: x + cot(x) = 0. x in [0, 2pi]

asked Feb 21, 2014 in TRIGONOMETRY by angel12 Scholar

solving-equations
solve-trigonometric-equations

Solve the equation on the interval

asked May 7, 2019 in TRIGONOMETRY by anonymous

solve-trigonometric-equations

Copyright © 2024 MATHSKEY. All Rights Reserved. Sitemap|Terms Of Use|Disclaimer|Contact Us|FAQ

...