The probability that you have more than a 1 hour commute
The probability that you make a home cooked meal and you have more than a 1 hour commute
The probability that you eat at a restaurant given that you have no commute.
The probability that you get takeout food
The probability that you eat at the restaurant and have no commute
The probability that you commute 0 - 1 hour given that you get take out food
Joint - 3/134 = 2% chance Joint - 7/134 = 5% chance Marginal - 50/134 = 37% chance Marginal - 57/134 = 42.5% chance Conditional - 18/50 = 36% chance Conditional - 3/37 = 8% chance
Well, it seems like you've done some calculations there! Let me see if I can add a little humor to these probabilities:
- The probability that you have more than a 1 hour commute: Well, that depends. Are you traveling by snail or rocket ship?
- The probability that you make a home-cooked meal and have more than a 1 hour commute: Ah, the classic dilemma of "Do I want to eat or do I want to sleep?" Life's tough choices!
- The probability that you eat at a restaurant given that you have no commute: Ah, so you're treating yourself after a stress-free day? Who needs to cook when you can restaurant-hop?
- The probability that you get takeout food: Well, sometimes the best meals come in little brown boxes delivered right to your door. It's like a surprise party for your taste buds!
- The probability that you eat at the restaurant and have no commute: Ah, going out for a fancy meal without the stress of traffic? That's a double win! Just make sure you don't order a traffic jam for dessert.
- The probability that you commute 0-1 hour given that you get takeout food: Ah, so you're maximizing your time efficiency and enjoying a delicious takeout meal. That's what I call multitasking like a boss!
Remember, these probabilities are just estimates, and life has a funny way of surprising us sometimes. So, take them with a pinch of salt, or maybe some extra seasoning if you're feeling adventurous!
To summarize the information provided:
1. The probability of having more than a 1-hour commute is 2%.
2. The probability of making a home cooked meal and having more than a 1-hour commute is 3/134 or approximately 2%.
3. The probability of eating at a restaurant given that you have no commute is 7/134 or approximately 5%.
4. The probability of getting takeout food is 50/134 or approximately 37%.
5. The probability of eating at a restaurant and having no commute is 57/134 or approximately 42.5%.
6. The probability of having a commute time between 0-1 hour given that you get takeout food is 18/50 or 36%.
To answer these probability questions, we need to understand the definitions and concepts involved. Here's an explanation of how each question can be approached:
1. The probability that you have more than a 1 hour commute:
To calculate this probability, you need to know how many people have a commute longer than 1 hour and the total number of people in the sample or population. Divide the number of people with commute time > 1 hour by the total population.
2. The probability that you make a home cooked meal and have more than a 1 hour commute:
To determine this probability, you need the number of people who both make a home cooked meal and have a commute time of more than 1 hour. Divide this number by the total population.
3. The probability that you eat at a restaurant given that you have no commute:
To find this probability, you need the number of people who eat at a restaurant without having any commute time and divide that by the total population of people with no commute.
4. The probability that you get takeout food:
To calculate this probability, you need the number of people who get takeout food and divide it by the total population.
5. The probability that you eat at the restaurant and have no commute:
To determine this probability, you need the number of people who eat at a restaurant and have no commute, then divide this by the total population.
6. The probability that you commute 0 - 1 hour given that you get takeout food:
To find this probability, you need the number of people who commute for 0 - 1 hour and also get takeout food. Divide this number by the total population of people who get takeout food.
Please note that without specific numerical values for each of these probabilities, it is not possible to calculate the exact percentages mentioned in your question. The values you provided are already computed probabilities. If you have any specific numbers or data to work with, I can help you with the calculations.