An Abacus has beads and strings.
Yes abacus still in used today, specially for visual impaired students. Eventhough the talking calculator did help for visual impaired students at Braille schools across the nation, but talking calculator do not let students understand the important of number placement value. I enclosed some websites talk about the benefits of using abacus in Braille schools: http://www.hadley-school.org/resources_list_detail.asp?resource=abacus http://www.hadley-school.org/resources_list_detail.asp?resource=abacus
ABACUS is a name of a calculating apparatus - it is not an acronym.
If you are refering to Chinese abacus their earliest rudimentary design of abacus has 1/4 rod beads (quite similar to the later Japanese soroban abacus). Various other types of abacus design were also seen afterwards, but the advance type of 2/5 rod beads became standard and classic. Afterwards, the basic 1/5 rod beads particularly became the type of basic design. The Roman abacus may be not connected to the Chinese abacus.
No, the Abacus was invented by the Sumerians in 2,700 BCE
The upper part of an abacus consists of one bead each that has the value of 'five'. The lower part of an abacus consists of four beads and each of them has value 'one'. All the beads in one grid together add up to the value 'nine'.
Move the beads to the next side and count.
abacus. Actually it's a calculator.
The twenty bead version, referred to by its Dutch name rekenrek, has two bars.
A Chinese abacus is an ancient but fun to use calculator. You could even think of the Chinese abacus as the first computer. Once you get the basics of the Chinese abacus, it can be fun to use. Step 1: Lay the abacus down in front of you with the row with the smallest amount of beads away from you. This is called Heaven. The row with the most beads are called Earth. Step 2: The first column on the right represents ones. Going to the left, the next column represents tens, next column represents hundreds, and so on. Step 3: Each Earth bead represents a value of one, while the Heaven beads represent a value of 5. Step 4: Zero the abacus out by pushing all the Heaven beads up away from the center, and all the Earth beads down away from the center. The abacus is now at zero. Step 5: On the far right column, push one Earth bead up to the center, this is one. In the same column push another Earth bead up to the center, this is two. Step 6: Continue pushing the Earth beads up toward the center one at a time until you reach number four. When you get to number five, you will push all Earth beads in the far right column down a way from the center. In the same far right column, you will then pull one Heaven bead down to the center, this is five. Remember, Heaven beads represents values of five. Step 7: Continue counting from five through nine using the far right column. Step 8: Remember the far right column is ones, the next is tens. So when you reach number ten, zero the abacus out. Working from right to left still, move one Earth bead up from the second column. This is ten. So if you want to do one hundred, you simply zero the abacus out, and move one Earth bead up to the center from the hundreds column. Step 9: Now you have the idea of how to count with an abacus, you will learn how to add. Step 10: Zero the abacus out. Let's try adding 5 + 5 on the abacus. Step 11: Move the far right Heave bead (five) down to the center. This is the first number in the equation. Step 12: Now add five to the first five by moving the top Earth bead in the second column up to the center, and moving the Heaven bead in the first column back up from the center. The only bead you should have in the center is the one Earth bead in the tens column. This one Earth bead in the center is a one in the tens column, the next column to the right has no beads in the center which is zero. So the abacus is showing a one and a zero which is ten. 5 + 5 = 10. Step 13: Let's try 1 + 6 this time. Zero out the abacus once again. Step 14: Move one Earth bead up to the center to represent one. You should only have the far right Earth bead in the center at this time. Step 15: To add six, move the far right Heaven bead down to the center (five) and move one more Earth bead from the far right up to the center. Step 16: You should have only three beads in the center, and they all should be in the far right column. You should have one Heaven bead in the center (five), and two earth beads in the center (two). The answer to 6 + 1 is 7 as it shows on the abacus. You now have the basics of using an abacus. Practice counting on the abacus as first described. Then practice doing some basic additions. To generate random numbers to practice adding with I would recommend using two six sided dice. Roll both dice, and make each dice a single digit. For example, if I rolled both dice and they came up as a five and a two. Then I would add 5 + 2 to the abacus to get 7. It seems a little difficult at first, but keep practicing. Soon you will have learned an ancient art.
An abacus? The abacus is the first true precursor to the adding machines and computers which would follow. It worked somewhat like this: The value assigned to each pebble (or bead, shell, or stick) is determined not by its shape but by its position: one pebble on a particular line or one bead on a particular wire has the value of 1; two together have the value of 2. A pebble on the next line, however, might have the value of 10, and a pebble on the third line would have the value of 100. Therefore, three properly placed pebbles--two with values of 1 and one with the value of 10--could signify 12, and the addition of a fourth pebble with the value of 100 could signify 112, using a place-value notational system with multiples of 10. Thus, the abacus works on the principle of place-value notation: the location of the bead determines its value. In this way, relatively few beads are required to depict large numbers. The beads are counted, or given numerical values, by shifting them in one direction. The values are erased (freeing the counters for reuse) by shifting the beads in the other direction. An abacus is really a memory aid for the user making mental calculations, as opposed to the true mechanical calculating machines which were still to come. Source: http://www.eingang.org/Lecture/abacus.html
count each place value
they all have valus wether it is numbers that all make up the whole say like they all have value in the numbers like for the abacus five and one have value and in place value it is 6 ones
ball sack
The numerical value represented on the abacus depends on the position of the beads. Each column on the abacus represents a place value, ranging from units to thousands. By moving beads up or down within each column, different numerical values can be represented.
It not analog, its digital. Analog devices are continuous, digital devices have discontinuous states. As the only valid states of an abacus have each bead either up or down (never in the middle) it has discontinuous states and is digital.
Well, friend, the maximum number of beads on any rod of an abacus is usually 9. This is because an abacus follows the decimal system, where each rod represents a place value from ones to tens to hundreds, and so on. So, having 9 beads on a rod allows you to count from 0 to 9 in each place value, creating a wonderful tool for counting and arithmetic.