Monkeys for the Queen: How Many More Make 18?

TL;DR

The queen needs 8 more monkeys because she has 10 and wants 18 for her party tomorrow. Counting upward from 10, 11, 12, and so on through 18, shows that 8 monkeys must be added, giving the equation 18 = 10 + 8. Read on to see how counting and place-value patterns explain the answer.

Transcript

hello your highness hello what what can i do for you well sal i'm having a problem i have a party tomorrow and i would like to have 18 monkeys but i only have 10. well let me see if i can count that let's see you have one two three four five six seven eight nine ten monkeys yup you're right you only have ten exactly that's what i just told you but ... Read More

Key Insights

• 🙈 The queen needed to add 8 more monkeys to reach her desired total of 18.
• ➕ The pattern observed is that 18 is equal to 10 plus 8.
• ❓ This problem demonstrates a simple addition strategy and introduces the concept of patterns in math.
• ⌛ Counting and adding one at a time can help solve problems like this.
• 🥳 The queen's monkey party dilemma showcases the practical application of math in real-life scenarios.
• 👑 By solving this problem, the queen gained a better understanding of mathematics.
• #️⃣ The pattern observed with the number 18 can be extended to other numbers in the sequence.

Questions & Answers

Q: How many more monkeys does the queen need to make 18?

The queen needs 8 more monkeys. Adding 8 to the 10 monkeys she already has gives her the desired total of 18.

Q: How many monkeys does the queen already have?

The queen already has 10 monkeys. She wants to increase that number to 18 for her party.

Q: How can you find the missing number in 10 + ? = 18?

Count upward from 10 until reaching 18: 11, 12, 13, 14, 15, 16, 17, and 18. That requires 8 additional counts, so the missing number is 8.

Q: What addition equation represents the queen's monkey problem?

The equation is 10 + 8 = 18. The 10 represents the monkeys she has, and the 8 represents the additional monkeys she needs.

Q: What is the queen's goal for her party?

The queen wants to have 18 monkeys at her party tomorrow. She asks how many more she needs because she currently has only 10.

Q: How does adding one monkey at a time solve the problem?

One more monkey takes the total from 10 to 11, and each additional monkey raises the total by one. Continuing this process until 18 shows that 8 monkeys were added.

Q: What number pattern appears from 10 through 19?

Each number can be viewed as one ten plus a number of ones. For example, 10 is one ten plus zero ones, 11 is one ten plus one one, and 18 is one ten plus eight ones.

Q: Why does the digit 8 in 18 show how many monkeys are needed?

The transcript explains that the 1 in 18 represents one ten and the 8 represents eight ones. Since the queen already has the ten, she needs eight more ones to reach 18.

Summary & Key Takeaways

• The queen currently has 10 monkeys and wants to have a total of 18 for her party.

• In order to reach 18, the queen needs to add 8 more monkeys.

• The pattern observed is that 18 is equal to 10 plus 8.