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Mathematics
Mathematics
Problem
a. If
sin
θ
=
7
25
\sin \theta = \dfrac{7}{25}
sin
θ
=
25
7
and
θ
\theta
θ
is in the first quadrant, find
cos
θ
,
tan
θ
,
sec
θ
,
csc
θ
\cos \theta,\; \tan \theta,\; \sec \theta,\; \csc \theta
cos
θ
,
tan
θ
,
sec
θ
,
csc
θ
and
cot
θ
\cot \theta
cot
θ
. Then write each value correct to three decimal places. b. Using the values obtained in part (a), verify that
tan
2
θ
+
1
=
sec
2
θ
\tan^{2}\theta + 1 = \sec^{2}\theta
tan
2
θ
+
1
=
sec
2
θ
."
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