Multiplication Counting Principle

Flashcard
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Quizizz Content
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Mathematics
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8th - 10th Grade
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Hard
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15 questions
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1.
FLASHCARD
Front
What is the Multiplication Counting Principle?
Back
The Multiplication Counting Principle states that if there are 'm' ways to do one thing and 'n' ways to do another, then there are m × n ways to do both.
2.
FLASHCARD
Front
How many different pizzas can you create with 8 meats, 4 cheeses, 3 crust types, and 2 sauces?
Back
192 different pizzas (8 × 4 × 3 × 2 = 192).
3.
FLASHCARD
Front
If you can create a 5-digit password with letters A-Z, numbers 0-9, and symbols, how many options are there if the first character is a letter and the last is a symbol, with repetition allowed?
Back
21,323,250 possible passwords.
4.
FLASHCARD
Front
How many different versions of a car model can be created with 4 trim levels, 5 colors, and 3 interiors?
Back
60 different versions (4 × 5 × 3 = 60).
5.
FLASHCARD
Front
What is the total number of possible 5-digit passwords if characters cannot be repeated?
Back
146,611,080 possible passwords.
6.
FLASHCARD
Front
How do you calculate the total number of combinations when choosing from multiple categories?
Back
Multiply the number of choices in each category together.
7.
FLASHCARD
Front
What is an example of a scenario where the Multiplication Counting Principle applies?
Back
Choosing an outfit with 3 shirts and 2 pairs of pants: 3 × 2 = 6 combinations.
8.
FLASHCARD
Front
If a password must start with a letter and end with a symbol, how does this affect the total number of combinations?
Back
It restricts the choices for the first and last characters, but allows for more combinations in the middle.
9.
FLASHCARD
Front
What is the formula for calculating the number of combinations when repetition is allowed?
Back
n^r, where n is the number of options and r is the number of positions.
10.
FLASHCARD
Front
How many different passwords can be created if the first character is a letter, the last is a symbol, and the middle three can be anything?
Back
Calculate using the formula: 26 (letters) × 10 (numbers) × 8 (symbols) for the first and last, and 36 (letters + numbers) for the middle.
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