For each value of t below, determine the quadrant in which the terminal point is found and find the corresponding reference number t [NOTE 1: Enter '1' for quadrant I, '2' for quadrant II, '3' for quadrant III, and '4' for quadrant IV.] [NOTE 2: You can enter π as 'pi' in your answers.] (a) t = 1π/3 is found in quadrant and t = (b) t = 5π/4 is found in quadrant and t = (c) t = 23π/6 is found in quadrant and t = (d) t = 4 is found in quadrant and t =

(a) t = 1π/3 is found in quadrant  IV and t =  

(b) t = 5π/4 is found in quadrant III   and  t =  

(c) t = 23π/6 is found in quadrant III and t =  

(d) t = 4 is found in quadrant   I and  t =  4

Step-by-step explanation:

(a) t = 1π/3 is found in quadrant  IV and t =  

(b) t = 5π/4 is found in quadrant III   and  t =  

(c) t = 23π/6 is found in quadrant III and t =  

(d) t = 4 is found in quadrant   I and  t =  4

it would more likely be bald eagle because its has more in the box so about 75%.

step-by-step explanation: