fbpx

Solution: Find the value of y in the given: y=(1 + cos 2θ)tanθ.

(Last Updated On: March 5, 2019)

Find the value of y in the given: y = (1 + cos 2θ) tan θ.

Problem Statement: CE Board November 1993

Find the value of y in the given: y = (1 + cos 2θ) tan θ.

  • A. sin θ
  • B. cos θ
  • C. sin 2θ
  • D. cos 2θ

Problem Answer:

The value is equal to y = sin 2θ

Solution:

Solution: Find the value of y in the given: y=(1 + cos 2θ)tanθ.

Latest Problem Solving in Plane Trigonometry Problems

More Questions in: Plane Trigonometry Problems

Online Questions and Answers in Plane Trigonometry Problems

Solution: Find the value of y in the given: y=(1 + cos 2θ)tanθ.
5 (100%) 1 vote[s]

Add Comment

© 2014 PinoyBIX Engineering. © 2019 All Rights Reserved | How to Donate? | Follow me on Blogarama DMCA.com Protection Status
mcq in computer fundamentals
➡️ MCQ in Computer Fundamentals Series | ECE Board Exam
mcq in industrial electronics
➡️ MCQ in Industrial Electronics Series | ECE Board Exam
MCQ in Power Generators (Cells and Batteries) Part 5 | ECE Board Exam
➡️ MCQ in Power Generators, Sources, Principles, Applications Series | ECE Board Exam
mcq in electrical circuit
➡️ MCQ in Electrical Circuit Series | ECE Board Exam

NEED SUPPORT: LIKE MY PAGE & SHARE