Mathematics: If sin θ = 5/6 , what are the values of cos θ and tan θ? (2 points) cos θ = ± 11/36; tan θ = ± 1/11 cos θ = ± ; tan θ = -1/11 cos θ = ± 11/6; tan θ = -5/11 cos θ = ± ; tan θ = ± 5 can someone explain step-by-step how to do this? i m totally lost

If sin θ = 5/6 , what are the values of cos θ - id564787172, gutierrezaandrea56

Ответ:

hunterthompson2

16.01.2022

Sin theta = 5/6 = opp / hyp

adj^2 = hyp^2 - opp^2
adj^2 = 36 -25
adj^2 = 11
adjacent = sq root (11)

cosine theta = adj / hyp = sq root (11) / 6

tangent theta = opp / adj = 5 / sq root (11)

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Ответ:

spearjj

16.01.2022

Mathematics

$cos\theta=\pm \sqrt{11} /6$ and $tan\theta =\pm \frac{5}{\sqrt{11} }$

Step-by-step explanation:

Since, here $sin\theta=5/6$

And we know that $cos\theta =\sqrt{1-sin^2\theta}$

So $cos\theta=\sqrt{1-(5/6)^2} =\sqrt{1-25/36} =\sqrt{11/36} =\pm\frac{\sqrt{11} }{6}$

Thus, $cos\theta=\pm\frac{\sqrt{11} }{6}$

Now, we know that $tan\theta=sin\theta/cos\theta=\frac{5/6}{\pm \sqrt{11}/6 } =\frac{5}{\pm \sqrt{11} }$

Thus, $tan\theta=\frac{5}{\pm \sqrt{11} }$

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Ответ:

Briza19

18.10.2021

Mathematics

3x-180 and for the second part its 2,820 i just did that part in the assignment

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If sin θ = 5/6 , what are the values of cos θ and tan θ? (2 points)

cos θ = ± 11/36; tan θ = ± 1/11

cos θ = ± ; tan θ = -1/11

cos θ = ± 11/6; tan θ = -5/11

cos θ = ± ; tan θ = ± 5

can someone explain step-by-step how to do this? i'm totally lost

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If sin θ = 5/6 , what are the values of cos θ and tan θ? (2 points) cos θ = ± 11/36; tan θ = ± 1/11 cos θ = ± ; tan θ = -1/11 cos θ = ± 11/6; tan θ = -5/11 cos θ = ± ; tan θ = ± 5 can someone explain step-by-step how to do this? i'm totally lost

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If sin θ = 5/6 , what are the values of cos θ and tan θ? (2 points)

cos θ = ± 11/36; tan θ = ± 1/11

cos θ = ± ; tan θ = -1/11

cos θ = ± 11/6; tan θ = -5/11

cos θ = ± ; tan θ = ± 5

can someone explain step-by-step how to do this? i'm totally lost