using the adjoining figure calculate the values of (1) cos theta (2) tan theta (3)cosec theta.. please solve this ...
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Answer:
- 9/15
- 12/9
- 15/12
YOU HAVE TO WRITE PHI INSTEAD OF THETA.
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Correct option is
A
13
12
from the figure
△BCD is a right angled triangle with right angle at D
So BC
2
=CD
2
+BD
2
=3
2
+4
2
=5
2
⟹BC=5
Also △ABC is a right angled triangle with right angle at B
So AC
2
=BC
2
+AB
2
=5
2
+12
2
=13
2
⟹AC=13
So cosθ=
AC
AB
=
13
12
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