P(Satisfied) = (80 + 55)/300 = 135/300 = **0.45**

The probability that the viewer is satisfied is 0.45.

P(Female or Not Satisfied) = P(Female) + P(Not Satisfied) - P(Female and Not Satisfied)

= 200/300 + 165/300 - 120/300

= (200 + 165 - 120)/300

= 245/300 ≈ **0.8167**

The probability that the viewer is either a female or not satisfied is about 0.8167.

P(Satisfied | Male) = P(Male and Satisfied) / P(Male)

= (55/300) / (100/300)

= (55/300)*(300/100) = 55/100 = **0.55**

The probability that the viewer is satisfied given that the viewer is a male is 0.55.