Question

Given cos theta=4/5, find cot(θ).

Answer 1

4/3

Answer 2

yea 4/3

Answer 3

Find the value of the trigonometric function sin (t) if sec t=-4/3 and the terminal side of angle t lies in quadrant II.

Answer 4

Later guys..gtg..bye

Answer 5

Later guys..gtg..bye

Answer 6

\[+\sqrt{6}/4\] as it is in quardrant 2

Answer 7

It's -4....check again

Answer 8

i said minus4/3

Answer 9

I didnt understand, b specific if you are trying to tel me

Answer 10

ok I got that one...
For this special angle, draw the angle and find the reference angle: t=2pi/3
pi/3
pi/6
2pi/3
pi/3
*the diagram shows a circle divided into four and arrow pointing northwest, southwest, northeast and northwest....

Answer 11

pi/3 is answer.

Answer 12

For the function given, state the starting point for a sample period:

f(t)=-cos[2t-pi/4]+1

Answer 13

starting point for a sample period: 2

Answer 14

[-pi/4,1]
[pi/8]
[-pi/8]
[pi/4/1]

*options

Answer 15

[-pi/4,1]
is the answer.