Understand Decimal Place Value Relationships - 5th Grade Math
Card 1 of 20
What is the value of the digit $2$ in the number $12.305$?
What is the value of the digit $2$ in the number $12.305$?
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$2$. The digit $2$ is in the ones place.
$2$. The digit $2$ is in the ones place.
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Identify the missing number: $10 imes 0.08 = \text{?}$
Identify the missing number: $10 imes 0.08 = \text{?}$
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$0.8$. Multiplying by $10$ moves decimal one place right.
$0.8$. Multiplying by $10$ moves decimal one place right.
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What is the value of the digit $3$ in the number $12.305$?
What is the value of the digit $3$ in the number $12.305$?
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$0.3$. The digit $3$ is in the tenths place.
$0.3$. The digit $3$ is in the tenths place.
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What is the value of the digit $5$ in the number $12.305$?
What is the value of the digit $5$ in the number $12.305$?
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$0.005$. The digit $5$ is in the thousandths place.
$0.005$. The digit $5$ is in the thousandths place.
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Which statement is correct about the digit $1$ in $0.41$ and $0.401$?
Which statement is correct about the digit $1$ in $0.41$ and $0.401$?
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In $0.41$, $0.01$ is $10$ times $0.001$ in $0.401$. Hundredths place value is $10$ times thousandths place value.
In $0.41$, $0.01$ is $10$ times $0.001$ in $0.401$. Hundredths place value is $10$ times thousandths place value.
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Which is greater: the value of the digit $6$ in $0.6$ or in $0.06$?
Which is greater: the value of the digit $6$ in $0.6$ or in $0.06$?
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In $0.6$ (it is $10$ times the value in $0.06$). Tenths place is $10$ times hundredths place.
In $0.6$ (it is $10$ times the value in $0.06$). Tenths place is $10$ times hundredths place.
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What number is $10$ times the value of the digit $3$ in $4{,}3 ext{__}2$ (digit $3$ in hundreds place)?
What number is $10$ times the value of the digit $3$ in $4{,}3 ext{__}2$ (digit $3$ in hundreds place)?
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$3{,}000$. Move $3$ one place left from hundreds to thousands.
$3{,}000$. Move $3$ one place left from hundreds to thousands.
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What is the value of the digit $7$ in the number $57{,}432$?
What is the value of the digit $7$ in the number $57{,}432$?
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$7{,}000$. The digit $7$ is in the thousands place.
$7{,}000$. The digit $7$ is in the thousands place.
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What is the value of the digit $7$ in the number $5{,}743.2$?
What is the value of the digit $7$ in the number $5{,}743.2$?
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$700$. The digit $7$ is in the hundreds place.
$700$. The digit $7$ is in the hundreds place.
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What is the value of the digit $7$ in the number $0.57432$?
What is the value of the digit $7$ in the number $0.57432$?
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$0.07$. The digit $7$ is in the hundredths place.
$0.07$. The digit $7$ is in the hundredths place.
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What is the value of the digit $4$ in the number $304{,}981$?
What is the value of the digit $4$ in the number $304{,}981$?
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$4{,}000$. The digit $4$ is in the thousands place.
$4{,}000$. The digit $4$ is in the thousands place.
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What is the value of the digit $4$ in the number $30{,}498.1$?
What is the value of the digit $4$ in the number $30{,}498.1$?
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$400$. The digit $4$ is in the hundreds place.
$400$. The digit $4$ is in the hundreds place.
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What is the value of the digit $4$ in the number $3{,}049.81$?
What is the value of the digit $4$ in the number $3{,}049.81$?
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$40$. The digit $4$ is in the tens place.
$40$. The digit $4$ is in the tens place.
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What is the value of the digit $4$ in the number $0.304981$?
What is the value of the digit $4$ in the number $0.304981$?
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$0.004$. The digit $4$ is in the thousandths place.
$0.004$. The digit $4$ is in the thousandths place.
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What is the multiplicative relationship between adjacent place values in base $10$?
What is the multiplicative relationship between adjacent place values in base $10$?
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Each place to the left is $10$ times the value to its right. Moving left multiplies place value by $10$.
Each place to the left is $10$ times the value to its right. Moving left multiplies place value by $10$.
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What is the multiplicative relationship between adjacent place values moving right in base $10$?
What is the multiplicative relationship between adjacent place values moving right in base $10$?
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Each place to the right is $rac{1}{10}$ of the value to its left. Moving right divides place value by $10$.
Each place to the right is $rac{1}{10}$ of the value to its left. Moving right divides place value by $10$.
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Which is greater: the value of the digit $6$ in $6{,}000$ or in $600$?
Which is greater: the value of the digit $6$ in $6{,}000$ or in $600$?
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In $6{,}000$ (it is $10$ times the value in $600$). Thousands place is $10$ times hundreds place.
In $6{,}000$ (it is $10$ times the value in $600$). Thousands place is $10$ times hundreds place.
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What is the value of the digit $6$ in $6.482$?
What is the value of the digit $6$ in $6.482$?
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$6$. The 6 is in the ones place, so its value is 6 × 1.
$6$. The 6 is in the ones place, so its value is 6 × 1.
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What is the value of the digit $4$ in $6.482$?
What is the value of the digit $4$ in $6.482$?
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$0.4$. The 4 is in the tenths place, so its value is 4 × 0.1.
$0.4$. The 4 is in the tenths place, so its value is 4 × 0.1.
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What is the value of the digit $8$ in $6.482$?
What is the value of the digit $8$ in $6.482$?
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$0.08$. The 8 is in the hundredths place, so its value is 8 × 0.01.
$0.08$. The 8 is in the hundredths place, so its value is 8 × 0.01.
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