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College Trigonometry, 2011a

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852 Foundations of <strong>Trigonometry</strong><br />

( ( )) 5π<br />

113. arccsc csc = 5π 4 4<br />

( (<br />

115. arccsc csc − π ))<br />

= 3π 2 2<br />

( ( )) 11π<br />

117. arcsec sec = 13π<br />

12 12<br />

( ( π<br />

))<br />

119. arcsec sec = π 4 4<br />

( ( )) 5π<br />

121. arcsec sec = 5π 6 6<br />

( ( )) 5π<br />

123. arcsec sec = π 3 3<br />

( ( )) 5π<br />

125. arccsc csc = − π 4 4<br />

( (<br />

127. arccsc csc − π ))<br />

= − π 2 2<br />

( ( )) 11π<br />

129. arcsec sec = 11π<br />

12 12<br />

( (<br />

131. sin arccos − 1 )) √<br />

3<br />

=<br />

2 2<br />

133. sin (arctan (−2)) = − 2√ 5<br />

5<br />

135. sin (arccsc (−3)) = − 1 3<br />

( ( )) 2π<br />

114. arccsc csc = π 3 3<br />

( ( )) 11π<br />

116. arccsc csc = 7π 6 6<br />

( ( )) 9π<br />

118. arccsc csc = 9π 8 8<br />

( ( )) 4π<br />

120. arcsec sec = 2π 3 3<br />

( (<br />

122. arcsec sec − π ))<br />

is undefined.<br />

2<br />

( ( π<br />

))<br />

124. arccsc csc = π 6 6<br />

( ( )) 2π<br />

126. arccsc csc = π 3 3<br />

( ( )) 11π<br />

128. arccsc csc = − π 6 6<br />

( ( )) 9π<br />

130. arccsc csc = − π 8 8<br />

( ( 3<br />

132. sin arccos =<br />

5))<br />

4 5<br />

134. sin ( arccot (√ 5 )) √<br />

6<br />

=<br />

6<br />

( (<br />

136. cos arcsin − 5 ))<br />

= 12<br />

13 13<br />

137. cos ( arctan (√ 7 )) √<br />

2<br />

=<br />

4<br />

139. cos (arcsec (5)) = 1 5<br />

138. cos (arccot (3)) = 3√ 10<br />

10<br />

( ( ))<br />

140. tan arcsin − 2√ 5<br />

= −2<br />

5<br />

( (<br />

141. tan arccos − 1 ))<br />

= − √ ( ( 5<br />

3 142. tan arcsec =<br />

2<br />

3))<br />

4 3<br />

143. tan (arccot (12)) = 1<br />

12<br />

(<br />

144. cot arcsin<br />

( )) 12<br />

= 5 13 12

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