What are the 6 trig functions for angle y? (Any extra details are in photo)

Question 1

Question 2

Answer:

$\sf sin \ x = (Opposite \ side \ of \ x^\circ)/(hypotenuse)= (7)/(14.8)$

$\sf Cos \ x = (adjacent \ side \ of \ x^\circ)/(hypotenuse)= (13)/(14.8)$

$\sf Tan \ x = (Opposite \ side \ of \ x^\circ)/(adjacent \ side \ of \ x^\circ)= (7)/(13)$

$\sf Sec \ x = (hypotenuse)/(adjacent \ side \ of \ x^\circ)= (14.8)/(13)$

$\sf Csc \ x = (hypotenuse)/(opposite \ side \ of \ x^\circ)= (14.8)/(7)$

$\sf Cot \ x = (adjacent \ side \ of \ x^\circ)/(opposite \ side \ of \ x^\circ)= (13)/(7)$

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$\sf sin \ y = (Opposite \ side \ of \ y^\circ)/(hypotenuse)= (13)/(14.8)$

$\sf Cos \ y = (Adjacent \ side \ of \ y^\circ)/(hypotenuse)= (7)/(14.8)$

$\sf Tan \ y = (Opposite \ side \ of \ y^\circ)/(adjacent \ side \ of \ y^\circ)= (13)/(7)$

$\sf Sec \ y = (hypotenuse)/(adjacent \ side \ of \ y^\circ)= (14.8)/(7)$

$\sf Csc \ y = (hypotenuse)/(opposite \ side \ of \ y^\circ)= (14.8)/(13)$

$\sf Cot \ y = (adjacent \ side \ of \ y^\circ)/(opposite \ side \ of \ y^\circ)= (7)/(13)$

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