Using abacus solve the value of this numbers 235746
To solve the value of the number 235746 using an abacus, follow these steps:
1. Start by setting all the beads of the abacus to their initial positions, where the upper deck represents the thousands, hundreds, and tens place, and the lower deck represents the ones and tenths place.
2. To represent the number 2 in the thousands place, move two beads towards the rod on the upper deck, corresponding to the value of 2000.
3. To represent the number 3 in the hundreds place, move three beads towards the rod on the upper deck, corresponding to the value of 300.
4. To represent the number 5 in the tens place, move five beads towards the rod on the upper deck, corresponding to the value of 50.
5. To represent the number 7 in the ones place, move seven beads towards the rod on the lower deck, corresponding to the value of 7.
6. To represent the number 4 in the tenths place, move four beads towards the rod on the lower deck, corresponding to the value of 0.4.
After following these steps, the abacus will show the value of 235,746.
To solve the value of the number 235746 using an abacus, follow these steps:
1. Start with an abacus with at least six columns. Each column represents a place value, from right to left: ones, tens, hundreds, thousands, ten thousands, and hundred thousands.
2. Set all the beads in the ones column to the right, indicating a value of zero.
3. Set two beads in the tens column to the right, indicating a value of 2.
4. Set three beads in the hundreds column to the right, indicating a value of 3.
5. Set seven beads in the thousands column to the right, indicating a value of 7.
6. Set four beads in the ten thousands column to the right, indicating a value of 4.
7. Set five beads in the hundred thousands column to the right, indicating a value of 5.
8. Now, read the abacus from left to right, starting with the highest place value:
Hundred thousands column: 5
Ten thousands column: 4
Thousands column: 7
Hundreds column: 3
Tens column: 2
Ones column: 0
So, the value of the number 235746 using an abacus is 235,746.
To solve the value of the number 235,746 using an abacus, we will follow these steps:
Step 1: Understanding the abacus layout
- An abacus typically consists of a wooden frame with rows of rods or wires. Each rod is divided into two sections: the upper section has two beads, and the lower section has five beads.
- The beads in the upper section are worth 5 each, while the beads in the lower section are worth 1 each.
Step 2: Representing the number on the abacus
- Start by representing the thousands digit, 2, on the abacus. To do this, you need to move two beads in the thousands place (top-most section of the abacus) from the right-most side to the left-most side.
- Next, represent the hundreds digit, 3, on the abacus. Move three beads in the hundreds place from the right to the left.
- Then, represent the tens digit, 4, on the abacus. Move four beads in the tens place from right to left.
- Finally, represent the ones digit, 6, on the abacus. Move six beads in the ones place from right to left.
Step 3: Reading the value from the abacus
- To calculate the value, you need to read the position of the beads from left to right on each rod.
- In the thousands place, the beads are on the left-most side, representing the value 2,000.
- In the hundreds place, the beads are on the second position from the left, representing the value 300.
- In the tens place, the beads are on the third position from the left, representing the value 40.
- In the ones place, the beads are on the fourth position from the left, representing the value 6.
Step 4: Adding up the values
- To get the final value, add up the values represented by each place. In this case, it is 2,000 + 300 + 40 + 6, which equals 2,346.
Therefore, using an abacus, the value of the number 235,746 is 2,346.