- #1
darrenc
- 4
- 0
How do I prove that
(1+sin2x) = (cosx)
(cosx + sinx) (cosx - sinx)
(1+sin2x) = (cosx)
(cosx + sinx) (cosx - sinx)
Last edited:
Mark44 said:I can't tell what you need to prove, since what you have written is ambiguous. Put parentheses around the terms in each numerator and in each denominator.
Do you know any double angle identities?
Trigonometric identities are equations that involve trigonometric functions and hold true for all values of the variables.
Trigonometric identities are important in solving equations, simplifying expressions, and proving mathematical statements in trigonometry.
Some common trigonometric identities include the Pythagorean identities, double angle identities, half angle identities, and sum and difference identities.
To solve equations using trigonometric identities, you can manipulate the given equation using the identities to simplify it and eventually solve for the unknown variable.
Some tips for remembering trigonometric identities include practicing regularly, understanding the proofs behind the identities, and creating flashcards or cheat sheets for quick reference.