
Learn to operate an abacus with speed and accuracy, transforming it into your mental device through practice, boosting visualization, memory, concentration, and self-confidence.
Discover how the abacus works: use the upper five-bead and lower unit-bead sections, move beads to represent numbers, and follow prescribed finger rules for rapid calculations.
Learn to add using one or more 1-unit beads on the abacus, following a step-by-step procedure to reach the sum of 3, and practice with provided pdfs.
Learn to subtract one or more 1-unit beads on the abacus by a two-step method: set three with your thumb, then move down to one by using the index finger.
Practice adding a five-unit bead on the abacus with a 2+5=7 example, following step-by-step movements to set and slide beads, and complete provided pdf exercises to become a faster calculator.
Subtract seven minus five equals two by moving a five-unit bead with thumb and index finger on the abacus, following the procedure, and practicing with the PDFs.
Learn to add a five-unit bead with one-unit beads on the abacus, using synchronized finger movements to combine five and one units, illustrated by 2 + 6 = 8.
Learn to subtract using an abacus by removing one-unit beads and a five-unit bead, following steps to set, move down one, then move up five; includes practice exercises.
Learn the abacus method for setting five when two numbers sum to five, demonstrated by 4 + 1 = 5, with step-by-step finger motions.
Subtract a number from five using the described procedure; five minus one equals four, and complete the PDF practice exercises.
Learn to add a five-unit bead and subtract one or more one-unit beads, illustrated by 4 + 3 = 7, through a two-step setup and bead movements.
Master the abacus method for seven minus three equals four by setting seven and moving two one-unit beads and subtracting a five-unit bead with index finger and thumb.
Learn to set 10 when two digits sum to 10 on the abacus, using twisting motions of the index finger and thumb to move beads.
Explore abacus subtraction by subtracting 10 and adding one unit beads, demonstrated in the example 10 minus 7 equals 3, using a coordinated move of thumb motions.
learn to form the sum 10 by adding two digits on the abacus, illustrated with 6 + 4 = 10, step-by-step finger motions.
Learn to subtract ten on the abacus and add a five-unit bead along with one-unit beads to reach the target, as shown by the example 10 minus 4 equals 6.
Learn to add 10 after subtracting 1 or more 1-unit beads and a 5-unit bead on the abacus, illustrated by 9 + 4 = 13, with procedure and practice pdfs.
Master abacus subtraction by subtracting 4 from 13 to obtain 9, then add a 5-unit bead and one or more 1-unit beads after subtraction, demonstrated by bead movements.
Master abacus addition technique for six plus six, adding one to the tens rod after adding ones, and subtracting five on the unit rod, with practice pdfs.
Master adding a 5-unit bead and subtracting 1-unit beads after subtracting 10, as in 12 minus 6 equals 6. Practice with abacus exercises and pdfs to build speed and accuracy.
Demonstrates an abacus technique for subtracting one-unit beads from the unit rod and adding ten, using a nine on the board and a twisting motion with the fingers.
Learn to subtract 10 and add one or more 1-unit beads on the abacus, using a two-digit setup like 16 minus 7 equals 9 with stepwise finger motions.
Master abacus addition by placing 14 on the abacus, adding 25 to arrive at 39, and complete the practice exercises provided as pdfs.
Learn the step-by-step method to calculate 45 plus 27 equals 72, using three steps from unit one, and practice with PDF files to improve proficiency.
Learn abacus subtraction by calculating 79 minus 23 to get 56, using steps to set 79 on the abacus, separate 23, and subtract the remainder, with downloadable pdf practice exercises.
Master subtraction with borrowing as you compute 83 minus 49 equals 34, using step-by-step borrowing and ten's complement concepts. Complete the pdfs practice exercises to become a human calculator.
Master the abacus method to add three-digit numbers illustrated by 456 and 789 through step-by-step digit setting and practice pdf exercises.
learn an abacus-inspired step-by-step long addition to calculate 3179 plus 5876, resulting in 9055, then complete the accompanying pdf practice exercises to sharpen mental math skills.
Learn abacus subtraction with an example 623 minus 375 equals 248, follow step-by-step manipulation, and access practice exercises in PDF files.
Master abacus subtraction by breaking numbers into thousands, hundreds, tens, and ones; follow step-by-step techniques to compute 6,342 minus 2,547 equals 3,795, and practice with pdf files.
Base:
You want to beat the calculator in its own game? If yes, then you got to learn Abacus. What is this device anyway? This device is maybe simple looking but it can be operated with greater speed and efficiency than even the calculators.
After learning the methods and right amount of practice, this device becomes your mental device. And now you can do your calculations mentally. How's that?
Today, we are dependent on smart phones and calculators for even simple calculations and numerical thinking. This has paralyzed our brains. We cannot let this continue. Something has to be done!
Learning Abacus makes you become friends with numbers and eventually love them. This not only stimulates your left brain that is responsible for numbers and logic thinking, but also your right brain responsible for artistic and sensory abilities.
Learn direct from the holder of five Guinness World Records.
Benefits:
Some of its benefits are: It improves
Visualization
Concentration
Listening Skills
Memory
Speed
Accuracy
Creativity
Self Confidence
And much more
Structure of The Course:
The course makes you take one little step at a time and by the time you are through with this course, you will be able to do simple additions and subtractions in your head with great ease.
You'll with introduction of Abacus and general rules for moving the beads. After that there are 28 video lessons and there is a practice sheet after every lesson. We encourage you to do the practice exercises given to you for the current lesson.
There is also a grand practice sheet after Section 1 and then a grand practice sheet at the end for the whole course.