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Which number has a 3 with a value that is 100 times greater than the value of the 3 in
20.342?
))
108.173
423.06
36.25
307.18
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Which number has a $3$ with a value that is $100$ times greater than the value of the $3$ in $20.342 ?$ $\newline$ $\newline$ $108$ . $173$ $\newline$ $423$ . $06$ $\newline$ $36$ . $25$ $\newline$ $307$ . $18$ $\newline$

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Percent error: word problems

Full solution

Q. Which number has a

3

with a value that is

100

times greater than the value of the

3

in

20.342 ?

\newline

\newline

108

.

173

\newline

423

.

06

\newline

36

.

25

\newline

307

.

18

\newline

Identify Value: Identify the value of the $3$ in $20.342$ . The $3$ is in the tenths place, so its value is $0.3$ .
Calculate $100$ Times Greater: Calculate the value that is $100$ times greater than $0.3$ . Multiply $0.3$ by $100$ . $\newline$ $0.3 \times 100 = 30$ .
Examine Options: Examine each option to find where the digit $3$ represents a value of $30$ : $\newline$ - $108.173$ : The $3$ is in the thousandths place, value = $0.003$ . $\newline$ - $423.06$ : The $3$ is in the tens place, value = $30$ . $\newline$ - $36.25$ : The $3$ is in the tens place, value = $30$ . $\newline$ - $30$ $1$ : The $3$ is in the hundreds place, value = $30$ $3$ .

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