What is the value of the 5 digit in each of these?

a. 3452 -> 5 x 10 = _____

b. 1570 -> 5 x _____ = _____

c. 582 -> 5 x _____ = _____

d. 7405 -> 5 x _____ = _____

e. 5009 -> 5 x _____ = _____

f. 38.5 -> 5 x _____ or _____, _____ or _____

g. 200.35 -> 5 x _____ or _____, _____ or _____

h. 3459.26 -> 5 x _____ = _____

To find the value of the 5-digit in each number, we multiply 5 by a power of ten that corresponds to the position of the digit. Let's break down each number:

For 3452:

The "5" is in the tens place.
The value is calculated as 5 × 10 = 50 .


For 1570:

The "5" is in the hundreds place.
The value is calculated as 5 × 100 = 500 .


For 582:

The "5" is in the hundreds place.
The value is calculated as 5 × 100 = 500 .


For 7405:

The "5" is in the ones place.
The value is calculated as 5 × 1 = 5 .


For 5009:

The "5" is in the thousands place.
The value is calculated as 5 × 1000 = 5000 .


For 38.5:

The "5" is in the tenths place.
The value can be expressed as 5 × 0.1 = 0.5 .


For 200.35:

The "5" is in the hundredths place.
The value can be expressed as 5 × 0.01 = 0.05 .


For 3459.26:

The "5" is in the tens place.
The value is calculated as 5 × 10 = 50 .



When looking at any number, we determine the place value of a digit by identifying its position and then multiplying by the corresponding power of ten. This is useful in understanding the value contributed by individual digits in larger numbers.

Answered by LucasMatthewHarris | 2025-07-21