Manufacturing and using method for disc calculator
A manufacturing method and technology of a calculator are applied in the field of teaching aids, which can solve the problems that teaching aids are not intuitive, difficult to remember, and inconvenient to master, etc., and achieve the effects of saving pen, ink and paper resources, improving the ability of addition and subtraction, and reducing the burden of learning.
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example 4
[0059] Example 4: 200×115=23000
[0060] 200×115=200×100+200×10+200+200+200+200+200=20000+2000+200+200+200+200+
[0061] 200=23000
[0062] Why is it required to multiply by 100 and by 10? Because multiplication by 100 and multiplication by 10 does not need to be calculated, as long as 0 is added after the original multiplicand, multiplication by 100 adds two 0s, and multiplication by 10 adds a 0.
[0063] Multiplication calculation formula: multiplication calculation is very convenient, it is changed to addition and then calculation, the three-digit multiplier is first multiplied by hundreds, and the two-digit multiplier is multiplied by 10, how many times each digit is added, and the sum is the product.
[0064] Note: The three-digit multiplier is first multiplied by hundreds, and then the two-digit multiplier is multiplied by 10, both refer to the multiplicand × 100 and the multiplicand × 10.
[0065] E. How to use division calculation: change division to subtraction ca...
example 6
[0071] Example 6: 450÷25=18
[0072] Rewrite it as addition and subtraction (450-25×10+25+25)-25×10 quotient is 10+10-2=18. This method adds enough integers to the difference, and then subtracts the number of additions. It can only be used after proficiency .
[0073] F. Addition and subtraction involving decimals; when adding and subtracting decimals, expand the decimals into integers for calculation, and then reduce the calculation result by the same multiple, and its value remains unchanged.
[0074] Example 7: 1.5+2.55—3.2=0.85, when calculating, expand the question by 100 times to become 150+255—320=85; 85÷100=0.85; 85 is reduced to the same multiple by 100 times and the original answer remains unchanged.
[0075] G. How to use segmented calculations: When a group of values in a calculation question exceeds the range, it is necessary to use the segmented calculation method to calculate, and the calculation results and answers remain the same. When the segmented values...
example 8
[0076] Example 8: 35874219542×3+3842678×4-151689÷50563=107638027691
[0077] In the first step, the problem is changed to addition and subtraction calculation:
[0078] 35874219542+35874219542+35874219542+3842678+3842678+
[0079] 3842678+3842678-151689÷50563
[0080] The second step is to calculate the division first 151689÷50563=3
[0081] Change to subtraction calculation 151689-50563-50563-50563=0
[0082] Calculate 3 digits in each segment by segment, 151000-50000-50000-50000=1000+689=1689
[0083] Note that the ending number 000 represents the last three digits
[0084] 1689-563-563-563=0 This question is subtracted three times so the quotient is 3.
[0085] In particular, subtract several times for the first paragraph and subtract several times for the remaining paragraphs. Before calculation, do a mental calculation to prevent the remainder from exceeding or equal to the divisor.
[0086] The third step is to use the segment number to calculate segment by segment...
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