Question: Given sinp = 5 13 and cosQ = , where 0 Given sinP = and cosQ = where 0 < P < and O <

Given sinP = and cosQ = where 0 < P < and

Given sinp = 5 13 and cosQ = , where 0

Given sinP = and cosQ = where 0 < P < and O < Q < to the nearest hundredth, cos(Q P) 5 13 Answer: Select one: 4 2 Angle e is increased by 2700, the sine of the new angle can be written as 1 a. b. sine c. cose cose d. sece The largest non-permissible value for the expression tane Select one: cose e 20 is sine +2 a. c. d. 2 4

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