b. 308 308 28 4 2 The prime factors are

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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**Part 2 out of 3**

**b. 308**

This section involves finding the prime factors of the number 308.

A factor tree is displayed:

1. The number 308 is broken down into two factors: 28 and another number (indicated by an empty box).
2. The number 28 is further broken down into two factors: 4 and another number (indicated by an empty box).
3. The number 4 is broken down into two factors: 2 and another number (indicated by an empty box).

The goal is to fill in the empty boxes to complete the factorization process.

**The prime factors are:**

There are two ways to express the prime factors of 308:

1. Using multiplication:
   - Four empty boxes are provided to fill in with numbers that are multiplied together.

2. Using exponential notation:
   - An expression with the base number 2 and an exponent (indicated by a small 2) is followed by two empty boxes for additional factors.
Transcribed Image Text:**Part 2 out of 3** **b. 308** This section involves finding the prime factors of the number 308. A factor tree is displayed: 1. The number 308 is broken down into two factors: 28 and another number (indicated by an empty box). 2. The number 28 is further broken down into two factors: 4 and another number (indicated by an empty box). 3. The number 4 is broken down into two factors: 2 and another number (indicated by an empty box). The goal is to fill in the empty boxes to complete the factorization process. **The prime factors are:** There are two ways to express the prime factors of 308: 1. Using multiplication: - Four empty boxes are provided to fill in with numbers that are multiplied together. 2. Using exponential notation: - An expression with the base number 2 and an exponent (indicated by a small 2) is followed by two empty boxes for additional factors.
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