SOLUTION: Use trigonometric identities to find the value of the function. Given sin t = 1/2, 𝜋/2 < t < 𝜋, find tan t.
Algebra
.Com
Question 1177466
:
Use trigonometric identities to find the value of the function.
Given sin t = 1/2, 𝜋/2 < t < 𝜋, find tan t.
Answer by
ikleyn(52810)
(
Show Source
): You can
put this solution on YOUR website!
.
Since sin t = 1/2, 𝜋/2 < t < 𝜋, it implies that t =
. Then tan(t) =
.
ANSWER
Solved, answered and explained. And completed.
RELATED QUESTIONS
Hi, I have 2 questions, Im so coonfused. 1) Let P be the point on the unit circle
(answered by
edjones
)
use the value of the trigonometric function to find csc(-t) sin t=...
(answered by
stanbon
)
1)Find the value of t and determine the quadrant cos t= -4/5 2)If the terminal point...
(answered by
solver91311
)
Find the value of each of the six trigonometric functions (if it is defined) at the given
(answered by
Alan3354
)
Use the characteristics of f(t) = sin t to find the value of sin t when t= (5pi/3+18pi)
(answered by
Alan3354
)
Find the values of the trigonometric functions of t from the given information. sec t...
(answered by
stanbon
)
Use the characteristics of f(t) = sin t to find the value of sin t when t=-21π/4 A.
(answered by
Alan3354
)
Use fundamental identities to find the values of the trigonometric functions (as decimal...
(answered by
lwsshak3
)
By using trigonometric identities, find the value of sin A if tan A =...
(answered by
stanbon
)