Problem Analysis:
The task involves interpreting the place value abacus to determine the number represented by the beads. Each column on the abacus corresponds to a specific place value (e.g., Hundred Thousands, Ten Thousands, Thousands, Hundreds, Tens, Ones). The number of beads in each column indicates the digit for that place value.
Step-by-Step Solution:
####
Part 1:
The first abacus is already solved as an example:
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Hundred Thousands: 1 bead → Digit = 1
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Ten Thousands: 3 beads → Digit = 3
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Thousands: 6 beads → Digit = 6
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Hundreds: 2 beads → Digit = 2
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Tens: 4 beads → Digit = 4
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Ones: 1 bead → Digit = 1
The number is
136,241.
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Numerals: 136,241
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Words: One hundred thirty-six thousand, two hundred forty-one
####
Part 2:
Now, let's solve the second abacus:
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Hundred Thousands: 0 beads → Digit = 0
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Ten Thousands: 0 beads → Digit = 0
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Thousands: 5 beads → Digit = 5
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Hundreds: 5 beads → Digit = 5
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Tens: 0 beads → Digit = 0
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Ones: 1 bead → Digit = 1
The number is
550,001.
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Numerals: 550,001
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Words: Five hundred fifty thousand and one
####
Part 3:
Finally, let's solve the third abacus:
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Hundred Thousands: 0 beads → Digit = 0
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Ten Thousands: 5 beads → Digit = 5
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Thousands: 1 bead → Digit = 1
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Hundreds: 5 beads → Digit = 5
-
Tens: 5 beads → Digit = 5
-
Ones: 5 beads → Digit = 5
The number is
51,555.
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Numerals: 51,555
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Words: Fifty-one thousand, five hundred fifty-five
Final Answers:
1.
Numerals: 136,241
Words: One hundred thirty-six thousand, two hundred forty-one
2.
Numerals: 550,001
Words: Five hundred fifty thousand and one
3.
Numerals: 51,555
Words: Fifty-one thousand, five hundred fifty-five
Boxed Final Answer:
\[
\boxed{
\begin{array}{ll}
\text{Part 2:} & \text{Numerals: } 550,001, \text{ Words: } \text{Five hundred fifty thousand and one} \\
\text{Part 3:} & \text{Numerals: } 51,555, \text{ Words: } \text{Fifty-one thousand, five hundred fifty-five}
\end{array}
}
\]
Parent Tip: Review the logic above to help your child master the concept of place value worksheet using abacus.