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question:Diane shows Sarah a game that deciphers at what age she will marry based on her name and current age. Sarah is 9 years old. The game consists of adding the number of letters in the player's name plus twice the player's age. According to the game, at what age will Sarah get married?

answer:To determine Sarah's marriage age based on this game, we need to follow the steps given: 1. Count the number of letters in her name. 2. Add her current age (9 in this case). 3. Multiply the sum from step 2 by 2. Here's the calculation: Sarah has 5 letters in her name. According to the game, Sarah will marry at the age of: 5 (the number of letters in her name) + 9 (her current age) = 14. 14 multiplied by 2: 14 x 2 = 28. Based on the game's calculation, Sarah is predicted to get married at the age of 28., To find out at what age Sarah will get married according to the game, we need to add the number of letters in her name and twice her current age: Number of letters in "Sarah" = 5 Current age = 9 years Age when Sarah will get married = (Number of letters in "Sarah") + (2 × Current age) = 5 + (2 × 9) = 5 + 18 = 23 So, according to the game, Sarah will get married when she is 23 years old.,Sarah is 9 years old, so we need to add twice her age, which is 2 * 9 = 18. We also need to add the number of letters in her name. We don't know how many letters are in her name, so let's assume her name has 5 letters. Adding the number of letters in her name, which is 5, we have 18 + 5 = 23. According to the game, Sarah will get married at age 23. 23 The answer is: 23

question:Toby is making toast and adding peanut butter to it. He wants to make sure he has 500 calories for breakfast. A piece of bread has x calories. A serving of peanut butter has 200 calories. If he has one piece of bread, He should add 2 servings of peanut butter.

answer:Let's set up an equation to represent the number of calories Toby consumes for breakfast. We are given that one piece of bread (x calories) and one serving of peanut butter (200 calories) add up to a total of 500 calories. Since Toby has one piece of bread, we need to account for the remaining 300 calories (500 - x) coming from peanut butter: x (calories from bread) + 200 (calories from one serving of peanut butter) + 200 (second serving of peanut butter) = 500 (total desired calories) Now, let's solve for x: x + 400 = 500 Subtract 400 from both sides: x = 100 So, the piece of bread Toby eats should have 100 calories. Since the given information mentioned that a serving of peanut butter has 200 calories, Toby should still add 2 servings to reach the desired caloric intake of 500 calories.,To solve this problem, we need to determine the value of x, which represents the number of calories in a piece of bread. We know that a serving of peanut butter has 200 calories and Toby wants to have 2 servings of peanut butter. Therefore, the total number of calories from peanut butter is 2 * 200 = 400 calories. Toby wants to have a total of 500 calories for breakfast. We can set up the equation as follows: Number of calories from bread + Number of calories from peanut butter = Total number of calories x + 400 = 500 Let's simplify and solve for x: x + 400 = 500 To isolate x, we subtract 400 from both sides of the equation: x + 400 - 400 = 500 - 400 x = 100 The value of x is 100. 100 The answer is: 100,To calculate the total calories in Toby's breakfast, we need to determine the value of x, which represents the number of calories in a piece of bread. 1. We know that Toby has one piece of bread for breakfast. 2. He also wants to add 2 servings of peanut butter, which have 200 calories each. 3. Therefore, the total calories from peanut butter will be 2 servings * 200 calories/serving = 400 calories. 4. Toby wants to reach a total of 500 calories for breakfast. Now we can set up an equation using the given information: Calories from bread + Calories from peanut butter = Total Calories x + 400 = 500 To find the value of x (the calories in a piece of bread), we can subtract 400 from 500: x = 500 - 400 x = 100 So, a piece of bread has 100 calories. To reach 500 calories for his breakfast, Toby should add 2 servings of peanut butter (400 calories) to one piece of bread (100 calories).

question:If Donovan Mitchell is currently averaging 26 points per game and his team has played 15 games this season, with a goal of averaging 30 points per game for the entire 20 game season, what is the average number of points he needs to score per game in order to reach his goal?

answer:To find the average number of points Donovan Mitchell needs to score per game for the rest of the season in order to reach his goal of 30 points per game, we can use the following formula: Required average = (Total goals - Current points) / (Number of remaining games) First, let's calculate how many points Donovan Mitchell would have if he continues to average 26 points per game for the entire 20-game season: Current points for the season = Average points per game * Number of games played = 26 points/game * 15 games = 390 points Now, let's calculate the total points he needs to reach his goal of 30 points per game for the entire 20-game season: Total goals = Average points per game * Total number of games = 30 points/game * 20 games = 600 points Now, we can find the required average: Required average = (Total goals - Current points) / Number of remaining games = (600 points - 390 points) / 5 games = 210 points / 5 games = 42 points/game So, Donovan Mitchell needs to score an average of 42 points per game for the rest of the season to reach his goal of averaging 30 points per game for the entire 20-game season.,Donovan Mitchell has played 15 games and wants to play 20 games total, so he has 20 - 15 = 5 games left in the season. In order to average 30 points per game for the entire season, he needs to score a total of 30 * 20 = 600 points. He has already scored 26 * 15 = 390 points in the 15 games he has played. Therefore, he needs to score an additional 600 - 390 = 210 points in the remaining 5 games. To find the average number of points he needs to score per game, we divide the total number of points he needs to score (210) by the number of games remaining (5). Therefore, he needs to score an average of 210 / 5 = 42 points per game to reach his goal. 42 The answer is: 42,To calculate the average number of points Donovan Mitchell needs to score in the remaining games to reach his goal of averaging 30 points per game for the entire 20-game season, let's follow these steps: 1. Determine the current number of points scored in the total 15 games: 26 points per game * 15 games = 390 points. 2. Determine the number of points he needs to score in the remaining 5 games to reach 30 points per game for the entire season: (30 total points - 390 points scored) = 100 points. 3. Calculate the average number of points he needs to score per game for the remaining 5 games: 100 points / 5 games = 20 points per game. So, Donovan Mitchell needs to average 20 points per game in the remaining 5 games to reach his goal of averaging 30 points per game for the entire 20-game season.

question:If Sebastian is currently 40 years old and 10 years older than his sister, and five years ago the sum of their ages was 3/4 of their father's age, how old is their father currently?

answer:Let's break this down step-by-step: 1. We know that Sebastian is 40 years old. 2. His sister is 10 years younger than him, so she is currently 40 - 10 = 30 years old. 3. Five years ago, Sebastian was 40 - 5 = 35 years old, and his sister was 30 - 5 = 25 years old. 4. At that time, the sum of their ages was 35 + 25 = 60 years. 5. The problem states that five years ago, the sum of their ages was 3/4 of their father's age. 6. Therefore, we can write the equation: 60 = 3/4 * (Father's age - 5). Now let's solve for the father's age: 7. First, multiply both sides by 4/3 to isolate the father's age: 60 * 4/3 = (3/4 * (Father's age - 5)) * 4/3 8. This simplifies to: 80 = Father's age - 5 9. Add 5 to both sides: 80 + 5 = Father's age 10. So, the father is currently 85 years old. Therefore, their father is currently 85 years old.,To solve this problem, we first need to set up equations based on the information given. We know Sebastian is currently 40 years old and 10 years older than his sister, so we can represent his sister's age as x, with Sebastian being 40 years old (40 = x + 10). Five years ago, Sebastian was 40 - 5 = 35 years old, and his sister was x - 5 years old. The sum of their ages five years ago was 3/4 of their father's age. We can set up this equation as follows: (35 + x - 5) = 3/4 * (Father's age) Now, let's solve this equation step-by-step: 1. Replace the variables: 30 + x = 3/4 * Father's age 2. Solve for x: x = (3/4 * Father's age) - 30 Now, we know Sebastian's age, but we don't have enough information to determine his sister's exact age. Therefore, we can only express the father's age in terms of the sister's age: Father's age = (4/3) * (x + 10) Since we don't have the sister's exact age, we can't determine their father's exact age. Nonetheless, knowing the age of the older sibling (Sebastian) can help predict the father's age within a specific age range.,If Sebastian is currently 40 years old and 10 years older than his sister, then his sister is 40 - 10 = 30 years old. Five years ago, Sebastian was 40 - 5 = 35 years old, and his sister was 30 - 5 = 25 years old. The sum of their ages five years ago was 35 + 25 = 60 years. If this sum was 3/4 of their father's age, then their father's age five years ago was 60 / (3/4) = 80 years. Currently, their father's age is 80 + 5 = 85 years old. 85 The answer is: 85

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