Question

multiples of 100
300
one of these numbers is a multiple of 100. which one is it?
300
complete t
300 = 3 × 10 × 10
= 3 ×
?
10
10 × 10
10 × 10 × 10

Explanation:

Step1: Recall multiple of 100

A multiple of 100 is a number that can be written as \( n\times100 \), where \( n \) is an integer. Here, we check the number 300.

Step2: Express 300 as product

We know that \( 100 = 10\times10 \), so \( 300 = 3\times100 = 3\times(10\times10) \). Also, from the given, we can see the structure related to powers of 10. Since \( 10\times10 = 100 \), and \( 300 = 3\times100 \), and among the numbers (assuming the context is about 300 being a multiple of 100), 300 is \( 3\times10\times10 \) (or \( 3\times10^2 \)), which is a multiple of 100 (as \( 100 = 10\times10 \)). So the number is 300.

Answer:

300