Which of the following wordings should you interpret as a conditional probability question?

In a study of 500 households, 75 households both own a dog and subscribe to a home delivery service. What is the joint probability a randomly chosen household both owns a dog and subscribes to a delivery service? Provide the simplified fraction and decimal.

A college tracks the number of male and female students who graduate with degrees in science and non-science fields:

What is the probability that a randomly selected science graduate is male?

A university study reports the following: $55\%$ of students who complete a tutoring program pass the final exam, $35\%$ of students who complete the tutoring program and attend all review sessions pass the final exam, and $10\%$ of students who complete the tutoring program, attend all review sessions, and submit all assignments pass the final exam. Which expression correctly represents the statement '$35\%$ of students who complete the tutoring program and attend all review sessions pass the final exam' as a conditional probability?

Two boxes are used: Box 1 contains 3 red and 2 blue marbles, Box 2 contains 1 red and 4 blue marbles. A box is chosen with probabilities 0.6 for Box 1 and 0.4 for Box 2. A marble drawn is red. What is the probability it came from Box 1?

A disease has prevalence 1% in a population. A diagnostic test has sensitivity 95% (P(test+|disease)=0.95) and specificity 90% (P(test-|no disease)=0.90). If a randomly chosen individual tests positive, what is the probability they actually have the disease?