The problem asks us to complete a pattern of division. We need to find the missing numbers in the following equations: $3410.2 \div ? = 341.02$ $3410.2 \div 100 = ?$ $? \div 10000 = 0.34102$ $3410.2 \div 100000 = ?$

1. Problem Description

The problem asks us to complete a pattern of division. We need to find the missing numbers in the following equations:

$3410.2 \div ? = 341.02$

$3410.2 \div 100 = ?$

$? \div 10000 = 0.34102$

$3410.2 \div 100000 = ?$

2. Solution Steps

First equation: $3410.2 \div ? = 341.02$

To find the missing number, we can divide 3410.2 by 341.

0

2. $3410.2 \div 341.02 = 10$

Second equation: $3410.2 \div 100 = ?$

Dividing by 100 moves the decimal point two places to the left.

$3410.2 \div 100 = 34.102$

Third equation: $? \div 10000 = 0.34102$

To find the missing number, we can multiply 0.34102 by

1

0

0

0

0. $0.34102 \times 10000 = 3410.2$

Fourth equation: $3410.2 \div 100000 = ?$

Dividing by 100000 moves the decimal point five places to the left.

$3410.2 \div 100000 = 0.034102$

3. Final Answer

$3410.2 \div 10 = 341.02$

$3410.2 \div 100 = 34.102$

$3410.2 \div 10000 = 0.34102$

$3410.2 \div 100000 = 0.034102$