Asked by Zack
If sin (theta) = sqrt5 / 3 and cos (theta) = 2 / 3 which of the following is tan (theta)?
Answers
Answered by
Damon
sqrt(5) / 2
Answered by
Zack
Thank you! But Can you please explain to me how you got it or show ur work?
Answered by
Steve
for this kind of problem, draw the right triangle.
cosθ = 2/3
means that the adjacent side is 2 and the hypotenuse is 3.
sinθ = √5/3
means that the opposite side is √5 and the hypotenuse is 3.
But, then you knew that already, since the opposite side would be
√(3^2-2^2) = √5
Si, since tanθ = opposite/adjacent, you have Damon's result.
Now it's time to review the basic trig functions, and then this kind of problem will be easy from now on!
cosθ = 2/3
means that the adjacent side is 2 and the hypotenuse is 3.
sinθ = √5/3
means that the opposite side is √5 and the hypotenuse is 3.
But, then you knew that already, since the opposite side would be
√(3^2-2^2) = √5
Si, since tanθ = opposite/adjacent, you have Damon's result.
Now it's time to review the basic trig functions, and then this kind of problem will be easy from now on!
Answered by
Zack
Thank u so much!!
Answered by
Damon
Actually I just used the trig identity tan = sin/cos
same difference :)
same difference :)
Answered by
honors student
for honors
1. a (sqrt5/2)
2. a (b=7.2, c=9.3)
3. b (0.4)
4. a (22°)
5. a (37.5 mi.)
6. c ([11pi]/9)
7. b (200°)
8. c (13.5 cm)
9. c (-3/5)
10. a (sqrt2/2)
11. c (sqrt3/3)
12. b (1)
13. b (pi/4)
14. a (-1/2)
15. d (IV)
16. d (undefined)
1. a (sqrt5/2)
2. a (b=7.2, c=9.3)
3. b (0.4)
4. a (22°)
5. a (37.5 mi.)
6. c ([11pi]/9)
7. b (200°)
8. c (13.5 cm)
9. c (-3/5)
10. a (sqrt2/2)
11. c (sqrt3/3)
12. b (1)
13. b (pi/4)
14. a (-1/2)
15. d (IV)
16. d (undefined)
Answered by
BansheeXo
TYSM honors student , 100%
Answered by
daddy
Yep, honors student is right.
Answered by
dad
Thank you honors student!!
Answered by
Tea
Thank you honors student! Haven't been here in a long while. Man I missed this.
Answered by
Dakota Gordon
TYSM!!!
Answered by
Dakota Gordon
kiddinggggggggggg im in 6th and what the heck even is that dumb languageeeee byeeeeeee
There are no AI answers yet. The ability to request AI answers is coming soon!