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cot theta=12/5
cot theta=B/P=12/5
applying pythagoras theorem,
hypotenuse=122+52
=144+25=169
=>H=13
cosec theta=13/5, sec theta=13/12
=>cosec theta+ sec theta=13/5+ 13/12
=156+65/60=221/60
=3.684(approx)
cot theta=B/P=12/5
applying pythagoras theorem,
hypotenuse=122+52
=144+25=169
=>H=13
cosec theta=13/5, sec theta=13/12
=>cosec theta+ sec theta=13/5+ 13/12
=156+65/60=221/60
=3.684(approx)
Answered by
1
Hey there!
Given,
5cot ∅ = 12
cot∅ = 12/5
Cot ∅ = Adjacent side/Opposite side = 12/5
Adjacent side = 12 and Opposite side = 5.
Applying Pythagoras therom,
12²+5² = √(144+25) = √169 = 13 = Hypotunese.
We got the sides.
Now, cosec ∅ = Hypotunese/Opposite side
= 13/5
And sec ∅ = Hypotunese/Adjacent side
= 13/12
Now, Cosec ∅ + Sec ∅ = 13/5+13/12
= 156+65/60
= 221/60
= 3.683333....
= 3.684 (Approx)
:)
Given,
5cot ∅ = 12
cot∅ = 12/5
Cot ∅ = Adjacent side/Opposite side = 12/5
Adjacent side = 12 and Opposite side = 5.
Applying Pythagoras therom,
12²+5² = √(144+25) = √169 = 13 = Hypotunese.
We got the sides.
Now, cosec ∅ = Hypotunese/Opposite side
= 13/5
And sec ∅ = Hypotunese/Adjacent side
= 13/12
Now, Cosec ∅ + Sec ∅ = 13/5+13/12
= 156+65/60
= 221/60
= 3.683333....
= 3.684 (Approx)
:)
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