In a city bike-share study, the probability that a randomly chosen trip lasts longer than 20 minutes is $0.37$. Find the probability that the trip lasts 20 minutes or less, as a decimal to three places.

At a clinic, the probability that a randomly selected appointment starts late is $0.18$. What is the probability that the appointment does not start late, as a decimal to three places?

A school survey finds that the probability a student prefers online registration is $0.64$. Find the probability a student does not prefer online registration, as a decimal to three places.

On a factory line, the probability that a randomly chosen bottle passes inspection is $0.92$. Find the probability that it fails inspection, as a decimal to three places.

For a soccer league, the probability that a goalie saves a penalty kick is $0.28$. What is the probability that the goalie does not save the kick, as a decimal to three places?

A farmer reports that the probability a planted seed germinates is $0.81$. Find the probability that a seed does not germinate, as a decimal to three places.

A transit agency says the probability that a bus arrives before 7:45 is $0.58$. Find the probability that the bus arrives at 7:45 or later, as a decimal to three places.

For a school app, the probability that a randomly selected user enables notifications is $0.44$. Find the probability that the user does not enable notifications, as a decimal to three places.

A library finds the probability that a checked-out book is returned on time is $0.76$. What is the probability that a checked-out book is not returned on time, as a decimal to three places?

At a science fair, the probability that a project uses recycled materials is $0.35$. Find the probability that a project does not use recycled materials, as a decimal to three places.

A club has 50 colored pins: 12 red, 18 blue, and 20 green. One pin is chosen at random. Find the probability that the pin is not blue, as a fraction in lowest terms.

A greenhouse has 64 plants: 15 tomatoes, 21 peppers, and 28 beans. One plant is selected at random. Find the probability that the plant is not a pepper, as a fraction in lowest terms.

A theater sells 45 tickets: 9 adult, 24 student, and 12 senior. One ticket is picked at random. What is the probability that it is not a student ticket, as a fraction in lowest terms?

A lab records 80 samples: 22 acidic, 34 neutral, and 24 basic. One sample is chosen at random. Find the probability that the sample is not neutral, as a fraction in lowest terms.

A track team has 36 athletes: 8 sprinters, 10 jumpers, and 18 distance runners. One athlete is chosen at random. Find the probability that the athlete is not a jumper, as a fraction in lowest terms.

A commuting survey has 90 responses: 27 bus, 33 car, and 30 walk. One response is selected at random. Find the probability that the response is not car, as a fraction in lowest terms.

An art show has 56 entries: 14 paintings, 18 photos, and 24 sculptures. One entry is chosen at random. Find the probability that the entry is not a photo, as a fraction in lowest terms.

A survey has 75 answers to a proposal: 15 yes, 45 no, and 15 maybe. One answer is chosen at random. What is the probability that the answer is not no, as a fraction in lowest terms?

A library cart holds 42 books: 11 fiction, 17 nonfiction, and 14 graphic novels. One book is picked at random. Find the probability that the book is not nonfiction, as a fraction in lowest terms.

A field trip survey has 84 choices: 21 bus, 35 car, and 28 bike. One choice is selected at random. Find the probability that the choice is not bus, as a fraction in lowest terms.

An inspector checks 5 bolts independently from a large bin where each bolt has probability $0.08$ of being defective. Find the probability that at least one checked bolt is defective, as a decimal to three places.

A teacher emails 4 families independently, and each email has probability $0.12$ of getting a reply that day. Find the probability that at least one family replies that day, as a decimal to three places.

A class plants 3 seeds independently, and each seed has probability $0.30$ of sprouting. Find the probability that at least one seed sprouts, as a decimal to three places.

A login attempt has probability $0.05$ of failing, independently of other attempts. For 6 attempts, find the probability that at least one attempt fails, as a decimal to three places.

At an outdoor practice, each day independently has probability $0.20$ of rain. Over 4 practice days, find the probability that it rains on at least one day, as a decimal to three places.

A chip from a production line has probability $0.03$ of having a flaw, independently. If 10 chips are tested, find the probability that at least one has a flaw, as a decimal to three places.

A basketball player has probability $0.70$ of making each free throw, independently. For 2 free throws, find the probability that the player makes at least one, as a decimal to three places.

A bus ride has probability $0.15$ of being delayed, independently of other rides. For 5 rides, find the probability that at least one ride is delayed, as a decimal to three places.

A student types a password correctly with probability $0.80$ on each independent try. For 3 tries, find the probability that the password is typed correctly at least once, as a decimal to three places.

At a fundraiser, each visitor independently has probability $0.25$ of donating. For 4 visitors, find the probability that at least one visitor donates, as a decimal to three places.

A lab vial has probability $0.10$ of being contaminated, independently of other vials. For 8 vials, find the probability that at least one is contaminated, as a decimal to three places.

A monitoring system independently sends an alert with probability $0.06$ each hour. Over 7 hours, find the probability that at least one alert is sent, as a decimal to three places.

For a randomly chosen flight, event D is that the flight arrives more than 15 minutes after its scheduled time. Which event is the complement of D?

For a randomly chosen plant, event R is that the plant is at least 30 cm tall. Which event is the complement of R?

For one basketball player, event M is that the player makes all 4 free throws. Which event is the complement of M?

For a sampled water bottle, event C is that the bottle contains 500 mL or more. Which event is the complement of C?

On a spinner, event S is that the pointer lands on red or blue. Which event is the complement of S?

For a student attendance record, event T is that the student is absent exactly 2 days in a month. Which event is the complement of T?

For a randomly chosen package, event G is that the package weighs under 2 kg. Which event is the complement of G?

For a storage case, event L is that the temperature is from 2 °C to 8 °C inclusive. Which event is the complement of L?