Overview: 7 questions will be solved this time.Among them
☆2 arithmetic calculations
☆2 fraction calculations
☆1 integer calculations
☆2 convert the decimals to fractions
[1/7 Formula]
Work: Calculate the value of equation 9+99+999+9999+99999 .
Question type: Mathematical calculation
Solution:
9+99+999+9999+99999
=108+999+9999+99999
=1107+9999+99999
=11106+99999
=111105 Answer:9+99+999+9999+99999=111105[ 2/7 Digital analysis ]
Work: Convert decimal 3.58 to fractional form.
Question type: Convert decimal to fraction
Solution:
*Note: Convert finite decimal to fraction.[ 3/7 Fraction calculation ]
Question type: Fractional multiplication
Original question: 1/2*2/6 Solution:
Reduce the second multiplier by 2 Calculation result: [ 4/7 Fraction calculation ]
Question type: Fractional addition
Original question: 1/3+3/5 Solution:
Divide two fractions with defferent denominators:The denominators of two fractions are 3 and 5 respectively,their least common multiple is 15
Divide the least common multiple 15 by the denominator 3 of the first addend to get 5
Multiply the numerator 1 and denominator 3 of the first fraction by 5
Then divide the least common multiple 15 by the denominator 5 of the second addend to get 3
Multiply the numerator 3 and denominator 5 of the second fraction by 3 Calculation result: [5/7 Formula]
Work: Calculate the value of equation 8.888+9.999+11.110 .
Question type: Mathematical calculation
Solution:
8.888+9.999+11.110
=18.887+11.11
=29.997 Answer:8.888+9.999+11.110=29.997[ 6/7 Digital analysis ]
Work: Convert decimal 3.54 to fractional form.
Question type: Convert decimal to fraction
Solution:
*Note: Convert finite decimal to fraction.[7/7 Integer column vertical calculation]
Question type: Integer division
Original question: 2/7 Solution:
2/7 =
0 ··· ··· 2 Column vertical calculation:
>>注:本次最多计算 7 道题。
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