Q: What is a diagram showing a whole number breaks down into its prime factors?

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A Factor Tree

factor tree

A diagram is not needed because 2 is a prime number whose only factors are itself and one which makes it a prime number in common with all other prime numbers.

real number system (diagram) and explain it

Paulina's Method is similar to the Factor Tree, it breaks down a number by dividing by the number's factors. The only numbers left will be the prime factors. For example: 56|2 28|2 14|2 7|7 1|

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A factor tree

A whole number can be broken down into its prime factors through a process called prime factorization. This involves dividing the number by its smallest prime factor, then repeating the process with the quotient until all factors are prime. The resulting diagram would show the original whole number at the top, with lines connecting it to its prime factors and subsequent prime factors until all factors are prime.

A factor free is a diagram showing the prime factorization of a number.

A Factor Tree

Ah, prime factors are like little pieces of a puzzle that make up a whole number. Imagine each prime factor as a unique color, coming together to create a beautiful pattern in a diagram. It's a lovely way to see the building blocks of a number and appreciate the simplicity and beauty of math. Just like painting a happy little tree, breaking down numbers into prime factors can be a peaceful and satisfying experience.

factor tree

A factor tree is one such.

factor tree

False. A diagram showing only outer energy level electrons is called an electron dot diagram or Lewis structure. The periodic table is a chart that organizes elements based on their atomic number and chemical properties.

A diagram showing the number of protons and neutrons in the nucleus, as well as the number of electrons in the electron cloud surrounding the nucleus, would best characterize an element. This diagram would represent the atomic structure and composition of the element.

The ladder diagram of 64 is a visual representation of decomposing the number 64 into its prime factors, which are 2x2x2x2x2x2. It is commonly used in mathematics to show the prime factorization of a number.

A diagram is not needed because 2 is a prime number whose only factors are itself and one which makes it a prime number in common with all other prime numbers.